RESPONSES OF OAKS TO MAMMAL AND INSECT HERBIVORY
A dissertation submitted
to Kent State University in partial fulfillment
of the requirements for the
degree of Doctor of Philosophy
by
Cynthia Lynn Perkovich
May 2021
© Copyright
All rights reserved
Except for previously published materials
Dissertation written by
Cynthia Lynn Perkovich
B.S., Kent State University, 2013
M.S., University of Nebraska-Lincoln, 2016
Ph.D., Kent State University, 2021
Approved by
David Ward, Ph.D. , Chair, Doctoral Dissertation Committee
Oscar Rocha, Ph.D., Members, Doctoral Dissertation Committee
Matthew Lehnert, Ph.D.
Don Cipollini, Ph.D.
Edgar Kooijman, Ph.D.
Accepted by
Laura G. Leff, Ph.D. , Chair, Department of Biological Sciences
Mandy Munro-Stasiuk, Ph.D. , Interim Dean, College of Arts and Sciences
TABLE OF CONTENTS TABLE OF CONTENTS ...... iii LIST OF FIGURES ...... vi LIST OF TABLES ...... ix ACKNOWLEDGEMENTS ...... xi
I. INTRODUCTION...... 1
REFERENCES...... 14
II. HERBIVORE-INDUCED DEFENSES ARE NOT UNDER PHYLOGENETIC
CONSTRAINTS IN THE GENUS QUERCUS (OAK): PHYLOGENETIC
PATTERNS OF GROWTH, DEFENSE, AND STORAGE ...... 25
ABSTRACT ...... 25
INTRODUCTION ...... 27
METHODS ...... 31
RESULTS ...... 37
DISCUSSION ...... 51
CONCLUSIONS...... 58
REFERENCES ...... 60
III. ABOVEGROUND HERBIVORY CAUSES BELOWGROUND CHANGES IN
TWELVE OAK (QUERCUS) SPECIES: A PHYLOGENETIC ANALYSIS OF
ROOT BIOMASS AND NUTRIENT RE-ALLOCATION ...... 80
ABSTRACT ...... 80
INTRODUCTION ...... 82
iii
METHODS ...... 85
RESULTS ...... 92
DISCUSSION ...... 105
CONCLUSIONS...... 112
REFERENCES ...... 114
IV. DIFFERENTIATED DEFENSE SYNDROMES IN RESPONSE TO VARYING
HERBIVORE PRESSURES: OAK TREES INCREASE DEFENSES IN
RESPONSE TO INSECTS AND DECREASE NUTRITIVE QUALITY IN
RESPONSE TO DEER ...... 130
ABSTRACT ...... 130
INTRODUCTION ...... 132
METHODS ...... 135
RESULTS ...... 141
DISCUSSION ...... 151
CONCLUSIONS...... 155
REFERENCES ...... 157
V. PERIODICAL CICADAS INCREASE DEFENSES IN NORTH AMERICAN
FOREST TREES: BEFORE, DURING, AND AFTER A MASS OUTBREAK
...... 168
ABSTRACT ...... 168
INTRODUCTION ...... 170
METHODS ...... 172
iv
RESULTS ...... 175
DISCUSSION ...... 186
CONCLUSIONS...... 190
REFERENCES ...... 192
VI. PROTEIN:CARBOHYDRATE RATIOS IN THE DIET OF GYPSY MOTH
LYMANTRIA DISPAR AFFECT ITS ABILITY TO TOLERATE TANNINS
...... 201
ABSTRACT ...... 201
INTRODUCTION ...... 203
METHODS ...... 205
RESULTS ...... 208
DISCUSSION ...... 214
CONCLUSIONS...... 219
REFERENCES ...... 221
VII. CONCLUSIONS AND RECOMMENDATIONS FOR FUTURE RESEARCH
...... 229
OVERVIEW ...... 229
SUMMARY AND FUTURE DIRECTIONS ...... 230
REFERENCES ...... 239
v
LIST OF FIGURES
Figure 1. The phylogenetic relationships of the 12 Quercus species used for analysis of growth, defense, and nutrient reallocation in response to simulated herbivory ...... 32
Figure 2. Diagram of the treatments applied to the Quercus saplings with varying location and intensity of simulated herbivory ...... 33
Figure 3. Trade-offs between Quercus constitutive traits and phylomorphospace projections of the Quercus phylogeny ...... 42
Figure 4. Individual Quercus species apical shoot relative growth rates plotted by location and intensity of simulated herbivory...... 45
Figure 5. The mean condensed tannin concentrations of individual Quercus species in response to location of simulated herbivory (apical vs auxiliary) in each treatment...... 47
Figure 6. The average leaf shape factor for all simulated herbivory treatments, plotted against the
Quercus phylogenetic tree to show phylogenetic relationships...... 49
Figure 7. The phylogenetic relationships of the 12 Quercus species used for analysis of belowground responses to simulated herbivory...... 86
Figure 8. Diagram of the treatments applied to the Quercus saplings with varying location and intensity of simulated herbivory...... 88
Figure 9. Pattern of increased investment by Quercus species in belowground biomass relative to aboveground regrowth in response to varying location and intensity of simulated herbivory. .... 95
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Figure 10. Patterns of investment by Quercus species in belowground biomass in response to differing locations and intensities of simulated herbivory...... 96
Figure 11. Investment of oak saplings in coarse and fine root biomass in response to differing locations of simulated herbivory...... 97
Figure 12. Investment in non-structural carbohydrate re-allocation to roots by oaks in response to differing locations and intensities of simulated herbivory...... 99
Figure 13. Ratio of the investment by Quercus species in non-structural carbohydrate re- allocation to roots and total belowground biomass in response to varying locations and intensities of simulated herbivory...... 100
Figure 14. Phylogenetic principal component analysis plots of Quercus responses to varying locations and intensities of simulated herbivory...... 103
Figure 15. Phylogenetic relationships and relative significance of response traits for Quercus species derived from phylogenetic principal components weightings of individual variables... 104
Figure 16. Plot of deer exclosure experimental design ...... 136
Figure 17. Scar characteristics and definitions of the insect functional group ...... 139
Figure 18. Patterns of changes in foliar nitrogen concentrations of Quercus bicolor in response to differentiated herbivore type ...... 144
Figure 19. Changes in foliar polyphenol and total tannin concentrations of Quercus bicolor in response to differentiated herbivore type...... 146
vii
Figure 20. Changes in the ratio of nitrogen to antinutritive traits of Quercus bicolor in response to differentiated herbivore type...... 148
Figure 21. Proportion of insect functional group on foliage of Quercus bicolor relative to the browseline ...... 150
Figure 22. Mean number of insect functional groups per leaf relative to leaf placement above or below the browseline of Quercus bicolor located inside and outside of deer exclosures...... 151
Figure 23. Changes in foliar chemistry of white oaks before, during, and after periodical cicada outbreak...... 177
Figure 24. Changes in root chemistry of white oaks before, during, and after periodical cicada outbreak...... 181
Figure 25. Differences in the foliar chemistry between damaged and undamaged branches of white oaks during and after periodical cicada emergence...... 185
Figure 26. Gypsy moth growth and development on diets with varying macronutrient ratios and tannin concentrations...... 210
Figure 27. The mean number of days for gypsy moth pupation from the 4th to the 5th stadium on diets with varying macronutrient ratios and tannin concentrations...... 211
Figure 28. Gypsy moth consumption, conversion efficiency, and food digestibility on diets with varying macronutrient ratios and tannin concentrations ...... 212
Figure 29. Gypsy moth frass excretion amount and tannin concentrations on varying diets of macronutrients and tannin...... 214
viii
LIST OF TABLES
Table 1. Predictions and assumptions of prevalent plant defense hypotheses...... 7
Table 2. Results of phylogenetic least squares regression of phylogenetic signal (Blomberg’s K with significance (P)) for Quercus responses to varying locations and intensities of simulated herbivory...... 39
Table 3. MANOVA results for the effects of location and intensity of simulated herbivory on oak growth, defense, and nutrient allocation ...... 44
Table 4. ANOVA results of the effects of location and intensity of simulated herbivory on oak growth, defense, and nutrient allocation ...... 50
Table 5. ANOVA results of the effects of location and intensity of simulated herbivory on oak belowground traits ...... 93
Table 6. Mean and median trait values of Quercus belowground traits to varying locations and intensities of simulated herbivory...... 94
Table 7. Eigenvalues and % variance explained by phylogenetic principal components analyses of Quercus responses to varying locations and intensities of simulated herbivory ...... 102
Table 8. Pearson’s correlations (and significance) between aboveground biomass regrowth and root starch concentrations in oak responses to varying locations and intensities of simulated herbivory...... 105
Table 9. Multivariate analysis of variance (MANOVA) results of growth and phytochemical responses by Quercus bicolor to differentiated herbivore types...... 142
ix
Table 10. Univariate ANOVA results of macronutrient ratio and tannin on growth and nutritional indices of fourth-instar gypsy moths...... 209
x
ACKNOWLEDGMENTS
I dedicate this dissertation to my family who has always put my success ahead of their own. A dissertation is a monumental achievement which cannot be accomplished without a truly supportive environment. Through the dissertation process, I have learned that many things in life are far more important than research and degrees behind your name. A doctoral degree must truly be a passion for one to achieve it. Thank you to my advisor, Dr. David Ward, for his support and patience throughout this process. David always pushed me to my full potential by giving me additional tasks and objectives outside of my comfort zone. Thank you to my entire committee, including Dr. Oscar Rocha, Dr. Matthew Lehnert, and Dr. Don Cipollini, and to the department – especially Susan Kieklak, Robin Wise, and Jennifer Kipp for their endless support.
Thank you to Dr. Megan Griffiths-Ward and Dr. Tiffany Pillay for their additional advice and support with writing my dissertation. Also, to the Ward lab manager, Christian Combs, for his help ordering supplies, reviewing manuscripts, as well as setting up and maintaining project experiments.
I would also like to acknowledge the Art and Margaret Herrick Foundation and Kent
State’s Graduate Student research awards for financial support. These funds provided the opportunity for this research and facilitated countless hours of mentorship for undergraduate students. I would like to thank several specific undergraduate research assistants for their help in completion of this work, including John Christakis, Meggie Moore, Jalin Gillespie, Daytona
Johnson, and Harry Price. I hope that the research experience has helped you to further your passions for scientific investigation. Also, thanks to the many graduate students that helped critique and review my research, including Bethany Schmidt and Samia Hamati.
xi
Finally, thank you to my supportive family. Thank you to my aunts, Kathy West and
Lonna Thomas, and my grandmother, Eleanore Thomas, for their support and never letting me give up. Thank you to my husband, Mike, for his support, encouragement, and understanding through the highs and lows and so much time spent in the field and lab. He did his best to critique my writing and keep our house maintained.
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CHAPTER I
INTRODUCTION
Herbivory is a major driver of plant community dynamics and evolution. Herbivore pressures have driven the evolution of a number of plant traits (Farmer 2016; Karban and Baldwin 1997;
Schuman and Baldwin 2016), including plant defenses that are used to prevent or minimize herbivore attacks (Mithöfer and Boland 2012; War et al. 2012; Zaynab et al. 2018). Defenses can be mechanical, such as thorns and spines (Ford et al. 2014; Rohner and Ward 1997; Zinn et al.
2007), or chemical, such as polyphenols and alkaloids (Cipollini et al. 2005; Erb and
Kliebenstein 2020; Feeny 1976; Ward and Young 2002). By definition, plant defenses should function to increase a plant’s reproductive success, which in evolutionary terms will increase a plant’s genetic contribution to the next generation (Erb 2018). However, the direct effects of herbivory on fitness are often difficult to measure and are diverse depending on environmental factors (Karban 2020; Maron and Crone 2006). Due to the complex nature and expression of plant defenses, it is important to investigate ecological and evolutionary effects of herbivory on plant defenses in key ecological species.
Herbivore diversity presents additional challenges for plants and exacerbates the need for plants to maintain a diverse arsenal of defenses (Moreira et al. 2014; Poelman and Kessler 2016).
1
Physical constraints on certain herbivores, such as large mammals, allow them to only feed on herbaceous plants and low hanging foliage (Hoffman and Stewart 1972; Nopp-Mayr et al. 2020). Contrastingly, insect herbivores comprise a large diversity of feeding guilds, with strategies that may include feeding on roots, burrowing into tree trunks to feed on inner cambium, or flying to reach foliage at greater heights (Kristensen et al. 2020; Peeters 2002).
Furthermore, dietary requirements may also dictate herbivore feeding behavior (Jeude and
Fordyce 2014; Marsh et al. 2018; Perkovich and Ward 2020). For example, Marsh et al. (2014) found that the dietary preference (e.g., the ratio of protein to chemical defense concentration) of a mammalian herbivore caused the herbivores to favor leaves of a specific age. Because herbivore feeding behavior is variable among herbivores and can vary interspecifically, a plant must be able to adapt to—and defend against—a multitude of herbivore assaults on various tissues.
Types of defenses Defenses can be classified as qualitative or quantitative (Feeny 1976;
Wiggins et al. 2016). According to Feeny (1976), qualitative defenses are plant defenses that are toxic in low concentrations, whereas quantitative defenses are dose dependent. The plant apparency hypothesis (Feeny 1976) predicts that specific plant defenses have different effects on specific types of herbivores (Müller-Schärer et al. 2004). For example, qualitative defenses, such as alkaloids, are effective toxins against generalist herbivores but some specialist herbivores have evolved mechanisms to detoxify or minimize the negative effects of these compounds
(Alba et al. 2011; McArthur et al. 1991; Perkovich and Ward 2020). Contrastingly, quantitative defenses, such as polyphenols and tannins (a subset of polyphenols), are effective against generalist and specialist herbivores at high concentrations (Chen et al. 2010; Feeny 1976;
2
Younginger et al. 2017). For example, mammalian herbivores often produce dietary enzymes in their saliva that reduce the effects of polyphenols but are still deterred by the presence of phenolic compounds (Bordage et al. 2017; Ward et al. 2020).
In addition to plant defenses being qualitative or quantitative, defenses may be constitutive or induced (Karban and Baldwin 1997). Constitutive defenses are defensive traits that are always expressed (Poelman et al. 2008; Wittstock and Gershenzon 2002). Examples of constitutive defenses include bark, waxy epidermal cuticles, and baseline concentrations of some chemical compounds. Plants also maintain an arsenal of inducible defenses that are produced in direct response to stimuli (Karban and Baldwin 1997). Inducible defenses are a form of phenotypic plasticity that allow plants to adapt to unpredictable and heterogeneous selective pressures from a diverse herbivore community (Adler and Karban 1994; Agrawal and Hastings
2019). Inducible defenses are often costly to produce, and are therefore only produced when the benefits of production outweigh the energetic costs (Cipollini et al. 2003; Neilson et al. 2013).
History of Plant Defense Theory The theory of plant defenses is a body of knowledge that has been derived from decades of research, dedicated to explaining and predicting phenotypic, genetic, and geographical patterns of plant defenses (Cipollini et al. 2014; Feeny 1976; Rhoades and Cates 1976; Stamp 2003). The earliest record of the term “secondary metabolites,” which describes compounds that are not used in primary metabolic function and are used as defense compounds, began in the 1950’s (Dethier 1954; Fraenkel 1959; Stamp 2003). A coevolutionary model to explain the diversification of plants and herbivores further developed plant defense theory by suggesting that macroevolutionary patterns in plant defense compounds could explain plant–insect affiliations (Ehrlich and Raven 1964). The notion of coevolution is that in the case
3 of plant–herbivore interactions, a plant species develops a new defense that reduces efficiency of the herbivores. As time progresses, the plant can proliferate into new niches. The Red Queen
Hypothesis predicts that, eventually, herbivores will coevolve and develop countermeasures to the new defense, ultimately exploiting the diverged plant species (Decaestecker and King 2018; van Valen 1977). With each new coevolved trait, parallel cladogenesis is not necessarily produced by successive adaptive radiations (Thompson 1999).
Of the many plant defense theories, none have been formally rejected (Berenbaum 1995;
Burkepile and Parker 2017; Stamp 2003) and several have provided frameworks for understanding patterns and making predictions. Here I briefly discuss each hypothesis and the assumptions associated with that particular framework to provide a clearer understanding of the rationale and philosophy behind this dissertation. Table 1 provides the predictions and assumptions of several prevalent hypotheses; however, it should be noted that this is by no means an exhaustive list and for further details and additional hypotheses, see Stamp (2003).
Optimal Defense Hypothesis (ODH; Feeny 1975, 1976; Rhoades 1979; Rhoades and
Cates 1976). ODH states that defenses are energetically costly and decrease fitness by diverting resources away from growth and reproductive processes (Rhoades 1979; Stamp 2003). The ODH framework suggests that: a) the risk from herbivores influences the proportion of defenses produced, which is inversely proportional to the energetic expense of defense production (Feeny
1976); b) the value of plant tissue proportionally affects the amount of defense investment, which is inversely proportional to the energetic expense of production (Zangerl and Bazzaz,
1992); c) allocation of constitutive and inducible defense strategies changes depending on the immediate threat (Adler and Karban 1994; Scogings 2018); and d) there is a trade-off between primary metabolic functions (such as growth and reproduction) and defense (Guo et al. 2018;
4
Rhoades 1979; Züst and Agrawal 2017). Unfortunately, ODH is difficult to directly test because there are no formal predictions (Fagerstrom et al. 1987; Stamp 2003). The hypothesis is deemed unfalsifiable because it predicts that if adaptive, every outcome is possible (Rhoades 1979).
Resource Availability Hypothesis (RAH; Coley 1987a, b; Coley et al. 1985) predicts that under conditions with optimal resources, constitutive defenses (either chemical or mechanical) should increase as growth rate decreases. In practice, this hypothesis can be reduced to a more basic concept that in low nutrient environments, plants are more likely to increase defenses because resources are not readily available for regrowth (Coley et al. 1985). Slow-growing plant species are predicted to have a fixed investment in constitutive defenses, which are energetically
“cheap” defenses such as lignins, so they are constantly defended from herbivores (Coley et al.
1985). Likewise, plants in high nutrient environments are more likely to invest in regrowth and decrease defenses (Coley 1987a). Fast-growing plant species are predicted to have a greater investment in inducible defenses that are produced in quick succession of stimuli (Coley 1987a).
Growth–Differentiation Balance Hypothesis (GDBH) predicts a trade-off between growth
(processes with significant cell division or elongation) and differentiation (enhancement of pre- existing structures and functions) (Ballaré and Austin 2019; Guo et al. 2018; Loomis 1932,
1953). Herms and Mattson (1992) elaborated on the terms “growth” and “differentiation,” depicting “growth” as primary metabolic functions (growth and reproduction) and
“differentiation” as secondary metabolic functions (e.g., defenses). GDBH makes predictions about plant resource allocation (i.e., to growth or differentiation) in limited, intermediate, and high resource conditions. Plants with limited resources should prioritize growth over differentiation (Stamp 2004; Waring and Pitman 1985) and therefore have a relatively low biomass and secondary metabolite concentrations. At intermediate resource levels,
5 photosynthesis is not as restricted as it is under low resource levels (Chapin 1980; Körner 1991), allowing secondary metabolites to be produced relatively cheaply (Stamp 2004). Plants with high resource availability are not limited by growth or photosynthesis and should therefore allocate a greater proportion of resources to growth than to differentiation (Herms and Mattson 1992). The
GDBH provides a valuable framework that integrates energetic costs of defense production with a resource gradient (Stamp 2004).
6
Table 1 Predictions and assumptions of prevalent plant defense hypotheses.
Plant Defense Hypothesis Predictions Assumption Relevant literature Optimal defense hypothesis • No formal predictions • Defenses are genetically McKey 1974, 1979; Rhoades 1979 • “any defensive pattern is variable possible if it is adaptive”— • Defenses are produced Stamp (2003) primarily against herbivores • Herbivory is reduced by defense production Plant apparency hypothesis • Plants that are easily • Plants are either “apparent” Feeny 1975, 1976; Rhoades and discovered by herbivores or “unapparent,” with no Cates 1976; Smilanich et al. 2016 are “apparent” and therefore intermediate apparency to invest in “quantitative” herbivores defenses that are dosage • Specialist herbivores are not dependent adapted to host-specific • Plants with stochastic compounds herbivore threats are “unapparent” and therefore invest in “qualitative” defenses that are toxic in low doses Carbon–nutrient balance hypothesis • The amount of carbon and • Mineral nutrients dictate Bryant et al. 1983; Tuomi et al. 1988, nitrogen available to a plant carbon gain and growth 1991 predicts the concentration of • When mineral nutrients are defense chemicals in plant adequately supplied, carbon tissues is allocated to growth • Any mineral nutrients supplied beyond what is needed for growth are allocated to defense production • Nutrient limitation inhibits growth more than photosynthesis • Defenses are primarily selected for by herbivore pressures
7
Resource availability hypothesis • Growth and constitutive • Growth rate is determined Coley 1987a, b; Coley et al. 1985; defense rates are inversely by nutrient availability Endara and Coley, 2011 related • Defenses are primarily • Species in nutrient-rich selected for by herbivore environments have faster pressures growth rates, and therefore lower constitutive defense concentrations than species in nutrient-poor environments Growth–differentiation balance • Low levels of resources • Growth, more than Guo et al. 2018; Herms and Mattson hypothesis should be preferentially photosynthesis, is limited by 1992; Loomis 1932, 1953 invested in growth resource availability processes • Growth is limited by • Plants with intermediate resource limitation and levels of resources should therefore maximum growth have high defense is determined by resource investment and intermediate availability growth • There is a trade-off between • High levels of resources growth and differentiation should be allocated to (i.e., growth and defense) photosynthates and • Herbivore damage is therefore have greater reduced by defenses investment in growth • Defenses divert resources • With increased light, away from growth and defenses will increase therefore are costly proportionally to growth
8
Importance of phylogeny and evolution in plant defense research Many current studies focus on understanding plant defense hypotheses in a phylogenetic and evolutionary context (e.g.,
Agrawal and Hastings 2019; Moreira et al. 2020). Comparative ecological studies among species should also consider phylogenetic relatedness of those species to accurately meet statistical assumptions of non-independence (Ackerly and Donoghue 1995; Mundry 2014; Pennell and
Harmon 2013). Closely related species may express shared characteristics that do not represent independent evolutionary events (exaptations sensu Gould and Vrba 1982). In plant defense studies, more closely related species may have similar defensive strategies due to shared evolutionary relationships (Ehrlich and Raven 1964; Pearse and Hipp 2009).
Felsenstein (1985) argued that different species are manifestly non-independent because they come from branching phylogenies where some shared traits are inherited from common ancestors. He proposed a method using independent contrasts for analyses using statistical tests that assume independence of individual data points. Independent contrasts use phylogenetic tree topography and branch length to incorporate phylogenetic relatedness into the analysis. Instead of using raw trait data, the independent contrasts are used in the analysis to meet statistical assumptions of independence. The use of independent contrasts has been further developed so that comparative studies can now quantify phylogenetic constraints by testing for phylogenetic signal and strength (Blomberg 2003; Münkemüller et al. 2012; Revell et al. 2008). The use of various phylogenetic comparative methods is further discussed in Chapters II and III.
Oaks (Fagaceae: Quercus) as a model system I chose the oak (Quercus) genus for my model system for several reasons. First, from an ecological standpoint, oaks are the most abundant and diverse woody plant taxon in North America (Nixon 1997; Rodríguez-Correa et al. 2015). Data
9 from forest inventories show that oaks have the highest biomass and species diversity of all woody plant genera in the United States and Mexico (Cavender-Bares 2016), making members of the oak genus integral species in many temperate ecosystems. Second, from an evolutionary standpoint, oaks have been used as model systems for studies on adaptive radiation (Hipp et al.
2014), hybridization and introgression (Eaton et al. 2015), and genome evolution (Petit et al.
2013), to name a few. These evolutionary studies have laid the foundation for further research on the evolution of plant–herbivore interactions (e.g., Pearse and Hipp 2009) and have provided a well-resolved molecular phylogeny (Hipp et al. 2014; 2020). Oaks are therefore an excellent system in which to conduct studies on plant–herbivore interactions using phylogenetic comparative methods (Pearse and Hipp 2009; Moreira et al. 2018).
Aims and objectives of this study Understanding how plants differentiate defense strategies in response to various herbivore pressures is an ongoing goal of plant science. This dissertation sought to better understand how oaks respond to mammalian and insect herbivory in an ecological and phylogenetic context.
The specific objectives of this study were:
1. Use phylogenetic comparative methods to understand oak patterns of growth,
defense, and nutrient allocation in response to various locations and intensities of
tissue damage by herbivores.
2. Determine whether aboveground herbivore damage has belowground consequences in
oaks.
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3. Determine if oaks deploy differentiating defense strategies dependent on the
herbivore present (i.e., mammalian vs. insect).
4. Understand oak defense strategies in response to extreme herbivore events such as
large insect outbreaks.
5. Understand the effects of common oak defense strategies (i.e., tannin production and
variation in nutrient quality of foliage) on a generalist herbivore’s growth and
development.
Thesis structure Several hypotheses are tested in this dissertation. I give a brief introduction to the key theories of plant defenses and how more recent studies have focused on specific aspects of the ecology and evolution of plant defenses in Chapter I. The following chapters each give a more thorough explanation of the plant defense hypotheses that are being addressed within that chapter.
In Chapter II (Herbivore-induced defenses are not under phylogenetic constraints in the genus Quercus (oak): phylogenetic patterns of growth, defense, and storage), I present the results of a greenhouse experiment in which I simulated varying herbivory locations (apical vs. lateral) and intensities (25% vs. 75%) of plant tissue removal on 12 species of oak. I used a phylogenetic least squares regression to measure phylogenetic signal of responses among the 12 species. This study showed that there are limited phylogenetic constraints on induced defenses, and these induced defenses are more likely to result from local adaptations. Furthermore, it showed that the trade-off predicted by the growth–differentiation balance hypothesis only holds true for constitutive defenses and not induced traits. This chapter has been published in Ecology and
Evolution.
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Chapter III (Aboveground herbivory causes belowground changes in twelve oak
(Quercus) species: a phylogenetic analysis of root biomass and nutrient re-allocation) was created from the same experimental design as the previous chapter but analyzed belowground responses of the 12 oak species in a phylogenetic context. For this experiment, I first showed that total root biomass increased in response to aboveground herbivory, and that root types (coarse vs. fine) are differentially affected by the location and intensity of aboveground herbivory. I then used a phylogenetic principal component analysis to show that phylogenetic constraints on root phenotypes exist when trees are severely damaged at the apical meristem (i.e., 75% removal).
This chapter is in review with Oikos.
After showing phylogenetic patterns and constraints on oak responses to simulated damage, I tested for differentiated responses of a single oak species to varying herbivore pressures in Chapter IV (Differentiated defense syndromes in response to varying herbivore pressures: oak trees increase defenses in response to insects and decrease nutritive quality in response to deer). I used deer exclosures to analyze chemical and morphological traits of swamp white oak (Q. bicolor) in herbivore-free environments, insect-only environments, deer-only environments, and environments with both deer and insects present. Behavioral differences of deer and insect herbivores allowed me to test for differentiated responses of this oak species. I found that swamp white oak responding to deer by lowing nutrient quality of foliage but did not increase chemical production. Contrastingly, swamp white oaks increased chemical production but did not change leaf nutrient quality in response to insect herbivores. This chapter has been submitted to Oecologia.
After assuming continuous feeding by insect herbivores in the previous chapter,
Chapter V (Periodical cicadas increase defenses in North American forest trees: before, during,
12 and after a mass outbreak) analyzes how trees respond to extreme fluctuations in insect feeding densities. I measured oak tree chemistry before, during, and after the emergence of 17-year periodical cicadas to analyze how oaks respond to large insect outbreaks. There are clear responses above- and belowground to the emergence. Aboveground defense production increased during the emergence and returned to pre-emergence concentrations the year after an emergence. This study shows that oaks balance costs of defense production by fluctuating between constitutive and induced response strategies. This chapter has been submitted to
Science.
Chapters I–V focus on oak responses to herbivory under varying conditions. For Chapter
VI (Protein:carbohydrate ratios in the diet of gypsy moth Lymantria dispar affect its ability to tolerate tannins), I analyzed how the differentiating defense mechanisms employed by oaks effects the growth and development of a generalist herbivore, the gypsy moth (Lymantria dispar). Gypsy moth larvae were fed diets varying in nutrient ratios and concentrations of tannins (a defense chemical commonly deployed by oaks). I found that generalist herbivores are able to tolerate small amounts of tannin concentrations, given the adequate protein:carbohydrate ratio. This chapter is published in the Journal of Chemical Ecology.
Finally, Chapter VII presents the general conclusions of the entire body of experimental results presented in this dissertation. I also propose new avenues for future research of plant defenses. Because all chapters (excluding Chapters I and VII) are submitted/ in review/ published in different journals, there is some unavoidable repetition and there are inconsistencies in formatting.
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24
CHAPTER II
HERBIVORE-INDUCED DEFENSES ARE NOT UNDER PHYLOGENETIC CONSTRAINTS
IN THE GENUS QUERCUS (OAK): PHYLOGENETIC PATTERNS OF GROWTH,
DEFENSE, AND STORAGE
This work is published in
Perkovich C, Ward D (2021) Herbivore-induced defenses are not under phylogenetic constraints
in the genus Quercus (oak): phylogenetic patterns of growth, defense, and storage. Ecol Evol
doi.org/10.1002/ece3.7409
ABSTRACT
The evolution of plant defenses is often constrained by phylogeny. Many of the differences between competing plant-defense theories hinge upon the differences in the location of meristem damage (apical vs. auxiliary) and the amount of tissue removed. We analyzed the growth and defense responses of 12 Quercus (oak) species from a well-resolved molecular phylogeny using phylogenetically independent contrasts. Access to light is paramount for forest-dwelling tree species, such as many members of the genus Quercus. We therefore predicted a greater investment in defense when apical meristem tissue was removed. We also predicted a greater investment in defense when large amounts of tissue were removed and a greater investment in growth when less tissues were removed. We conducted five simulated-herbivory treatments
25 including a control with no damage and alterations of the location of meristem damage (apical vs. auxiliary shoots) and intensity (25% vs. 75% tissue removal). We measured growth, defense, and nutrient re-allocation traits in response to simulated herbivory. Phylomorphospace models were used to demonstrate the phylogenetic nature of trade-offs between characteristics of growth, chemical defenses, and nutrient re-allocation. We found that growth–defense trade-offs in control treatments were under phylogenetic constraints, but phylogenetic constraints and growth–defense trade-offs were not common in the simulated-herbivory treatments. Growth– defense constraints exist within the Quercus genus, although there are adaptations to herbivory that vary among species.
26
INTRODUCTION Herbivory is a key ecological process that acts as a selective pressure and regulates the evolutionary trajectories of plant defenses (Agrawal and Fishbein 2008; Poelman and Kessler
2016; Züst et al. 2012). Depending on herbivore pressures, plant defenses may be either constitutive (i.e., fixed) or induced (i.e., activated in response to a stimulus), where these strategies can trade-off to maximize fitness in a given ecological context (Moreira et al. 2014;
Rasmann et al. 2011). Induced plant defenses are thought to be more costly because energy and resources are diverted away from primary functions to produce defenses, thus creating a growth– defense trade-off (Campos et al. 2014; Cippolini et al. 2014; Herms and Mattson 1992; Huang et al. 2019; Züst and Agrawal 2017). Growth–defense trade-offs are also found between growth and constitutive defenses (e.g., Züst and Agrawal 2017). More recent studies have given us a better understanding of the physiological mechanisms that produce a growth–defense trade-off in plants (Ballaré and Austin 2019; Campos et al. 2014; Guo et al. 2018; Havko et al. 2016; Züst and Agrawal 2017). While we are starting to better understand physiological mechanisms and costs that sculpt growth–defense trade-offs (Ballaré and Austin 2019; Guo et al. 2018), our understanding of the ecological and evolutionary role of herbivory behind these trade-offs is less clear (Metcalf 2016).
Evolutionary theories of plant investment in defenses Resources are often limited so that plants are unable to attain sufficient nutrients to maximize both growth and secondary physiological processes, such as defense production (Coley et al. 1985; Lorio 1986; Scogings
2018). The resource availability hypothesis (RAH) (Coley et al. 1985) and the growth- differentiation balance hypothesis (GDBH) (Herms and Mattson 1992) are two plant defense
27 theories that can be used together to best predict levels of defenses within an ecological context.
The RAH predicts that a plant’s ability to access nutrients restricts allocation of those resources so that plants from high-stress environments will have slower growth rates and will have a greater investment in defenses to minimize herbivory than plants in low-stress environments
(Coley et al. 1985; Grime 2006; Karban and Baldwin 1997). Consequently, plants in high-stress environments are more likely to have evolved higher levels of constitutive chemical defenses than plants in low-stress environments (Coley 1988; Grime 2006). The GDBH hypothesizes that investments in growth (cell division and elongation) and differentiation (all other metabolic processes, including defense production) are mutually exclusive (Loomis 1932; 1953). GDBH predicts that plants in low-stress environments will have a greater investment in growth than defense, whereas plants in high-stress environments will invest less in growth, and more in differentiation (i.e., defense production) (Herms and Mattson 1992). RAH and GDBH make contradictory predictions about when a plant can provide a maximum defense. RAH predicts that maximum defense will occur when nutrient availability is low (Coley et al. 1985; Grime 2006).
GDBH predicts that a plant’s maximum defense will occur at intermediate levels of nutrient availability. That is, when nutrient availability is sufficiently high to synthesize the chemical defenses (Herms and Mattson 1992), but not high enough that replacement of lost tissues is less costly (Endara and Coley 2011; Glynn et al. 2007; Hattas et al. 2017; Scogings 2018).
Due to trade-offs between growth and defense, plants may differentiate between regrowth and defense strategies to maximize fitness. For example, location of meristem damage may cause differential allocation of resources to growth and defense (Bonser and Aarssen 1996; Ward
2010). Plants that express apical dominance (the main central shoot of a plant grows more quickly than auxiliary shoots) may lead to compensatory regrowth of the apical shoot when
28 damaged (Aarssen 1995; Ballaré and Austin 2019; Ward 2010). Contrastingly, auxiliary shoots may be produced when the apical shoot is damaged, leading to an increase in auxiliary shoot growth (Gadd et al. 2001; Ward 2010). In the genus Quercus, which are predominantly forest- dwelling species, defending the apical meristem is more beneficial than defending the auxiliary meristems to ensure access to light (sensu Banta et al. 2010).
Phylogenetic constraints on plant defenses It is important in comparative ecological studies among species to also consider phylogenetic information to address the statistical non- independence between species (Ackerly and Donoghue 1995; Mundry 2014; Pennell and
Harmon 2013). Species are descended from one another in a hierarchical fashion that violates assumptions of independence of data points (Blomberg et al. 2003; Felsenstein 1985). More closely related species will have similar defensive chemistry because of shared evolutionary relationships (Craft et al. 2013; Ehrlich and Raven 1964; Pearse and Hipp 2009). Previous research has investigated the influence of phylogeny on constitutive (i.e., fixed) and induced defenses (i.e., activated by an herbivore), but it is unknown how phylogeny influences growth– defense trade-offs of these two modes of plant defense. However, recent studies have suggested that there are few phylogenetic constraints on plant responses to herbivory (Endara et al. 2017;
Moreira et al. 2018; Rasmann and Agrawal 2011) which questions the importance of phylogenetic constraints on patterns of plant defenses. Moreover, none of these previous studies have manipulated the locations and intensities of herbivory (e.g., Moreira et al. 2018; Pearse and
Hipp 2012).
In this study, we assessed the response traits in Quercus (oaks). Quercus deploy a wide range of potential antiherbivore chemical defenses (e.g., Cavender-Bares et al. 2004; Feeny
29
1976; Hattori et al. 2004; Moctezuma et al. 2014; Pearse and Hipp 2012). Several studies have also suggested that Quercus species alter nitrogen investment and the distribution of non- structural carbohydrates (NSC) in foliage to deter herbivores (e.g., Forkner and Hunter 2000;
Peschiutta et al. 2018; Rieske and Dillaway 2008). Nitrogen concentrations have been shown to decrease in leaves when injured (Boo and Pettit 1975; Frost and Hunter 2008). Quercus species prioritize the storage of NSC relative to growth and reproduction when defoliated (Wiley et al.
2017). This prioritization is due to the essential role of NSC in regrowth and the production of structures such as new leaves and branches (Fornara and Du Toit 2008). Quercus traits often show phylogenetic patterns due to the evolutionary convergence of Quercus phenotypic traits
(Cavender-Bares et al. 2004; 2015). We were interested in determining whether growth–defense trade-offs exist in the Quercus genus and how phylogeny influences strategies among species.
We used control treatments to simulate constitutive modes of defense and manipulated location and intensity of damage to evaluate induced modes of defenses in 12 Quercus species (Felton
2008; Giordanengo et al. 2010). We sought to: (i) assess phylogenetic constraints on constitutive and induced modes of defense, (ii) assess growth–defense trade-offs under various degrees of herbivory, and (iii) evaluate patterns of responses without phylogenetic considerations.
Moreover, we predicted that due to the energetic costs involved in defense production, investment in defense should increase as severity of damage to tissues increases (Kessler 2015;
Neilson et al. 2013). This will lead to the production of an inducible defense rather than a constitutive (fixed) defense. As predicted by GDBH, we expect to find a trade-off between growth and defense so that as a plant’s defense production increases, the plant’s growth will decrease. Additionally, increased damage should increase allocation of NSC to belowground storage (Wiley et al. 2017), decreasing leaf NSC concentrations. Finally, we hypothesized that
30 more closely related species will demonstrate similar patterns of growth, defense, and nutrient allocation strategies in response to varying location and intensity of simulated herbivory.
METHODS
Quercus taxa, phylogeny, and herbivory treatments Using a well-resolved phylogeny of the
American oak clade (Hipp et al. 2018), we chose 12 species (pruned tree shown in Fig. 1) that spanned the phylogeny to get a representation of the biogeographical and environmental diversity of the genus Quercus. Due to the lack of availability of saplings of certain taxa, we sampled from three of the five major groups in the American oak clade (as defined by Manos et al. (1999) and Hipp et al. (2018)). We sampled Q. coccinea, Q. laurifolia, Q. nigra, Q. palustris, and Q. rubra from Quercus section Lobatae; Q. virginiana from Quercus section Quercus series
Virentes; Q. alba, Q. macrocarpa, Q. michauxii, and Q. muehlenbergii from Quercus section
Quercus; and Q. sinuata and Q. stellata from Quercus section Quercus subsection
Texas/northern Mexico (see Figure 2 Hipp et al. 2018). We followed the nomenclature described by the Oaks Names Database (Trehane 2007). Interspecific hybridization is common within certain species’ combinations in the genus Quercus (Petit et al. 2004; Rushton 1993), so we avoided species that are known to result from hybridization (e.g., Q. schuettei was avoided because it is a species that is known to be a hybrid of Q. macrocarpa and Q. bicolor (Bray
1960)). These 12 species of Quercus represent a broad spectrum of environmental and ecological diversity within the genus (Hipp et al. 2018).
31
Lobatae Sect.
Series Series Virentes
Quercus Quercus
Sect.
Subsection Subsection Mexico Texas/N.
Figure 1. The phylogenetic relationships of the 12 Quercus species used for analysis of growth,
defense, and nutrient reallocation in response to simulated herbivory. Phylogenetic information
pruned from complete Quercus phylogeny by Hipp et al. (2018).
Quercus saplings were purchased from Mossy Oak Nativ Nursery in West Point, MS,
United States. We used saplings that were the same age to avoid adaptive responses to damage caused by ontogenetic differences (Gruntman and Novoplansky 2011). We applied five treatments to mimic variations in location and intensity of simulated herbivory. Each species received all five treatments, which were replicated five times for a total of 25 individuals per species. The five treatments were as follows:
32
1. Control: No removal of tissues (Fig. 2a).
2. 25% apical removal: Removal of the dominant apical meristem and 25% apical shoot
(Fig. 2b).
3. 75% apical removal: Removal of the dominant apical meristem and 75% apical shoot
(Fig. 2c).
4. 25% auxiliary removal: Removal of all apical meristems (except for dominant meristem)
and 25 % of auxiliary shoots (Fig. 2d).
5. 75% auxiliary removal: Removal of all apical meristems (except for dominant meristem)
and 75 % of auxiliary shoots (Fig. 2e).
Figure 2. Diagram of the treatments applied to the Quercus saplings with varying location and intensity of simulated herbivory. The treatments include: (a) control, (b) 25% apical removal, (c) 75% apical removal,
(d) 25% auxiliary removal, and (e) 75% auxiliary.
Measurements of Quercus defensive traits Trees were harvested one year after treatment application. For chemical defense traits, leaf and root samples were dried in an oven at 65 ℃ for
48 h until plant tissues were completely dry. To assess possible differential investments in
33 different types of tannins, we measured total polyphenols and two types of tannins (tannins constitute a type of polyphenol). Polyphenols and tannins were extracted from the oven-dried plant tissues (Hagerman 1988) using a 70% acetone solvent (Graca and Barlocher 2005;
Hagerman 2011). Once extracted, total polyphenol concentrations in the Quercus tissue were analyzed using the Prussian Blue Assay (Price and Butler 1977) with modifications for use on a microplate reader (Hagerman 2011). We used gallic acid as a standard (gallic acid equivalents
“G.A.E.”). Total tannin concentrations in the Quercus tissue were analyzed using the Radial
Diffusion Assay and standardized against tannic acid (tannic acid equivalents “T.A.E.”)
(Hagerman 1987). Condensed tannin concentrations were analyzed using the Acid Butanol
Assay for proanthocyanidins (Gessner and Steiner 2005; Hagerman 2011) and standardized against quebracho tannin (quebracho equivalents “Q.E.”). Note that there are no unique concentrations for polyphenols or tannins, so they are expressed as equivalents of a specific polyphenol or tannin (Hagerman 2011).
To calculate trichome density, a hole punch was used to punch discs of 7 mm diameter from each leaf. The discs were placed on a microscope, and trichome density was calculated as the number of trichomes/dry mass (g) of the 7 mm disc. The average number of trichomes/dry mass (g) of the three discs from each sapling was recorded as the trichome density.
Quercus growth and leaf morphology After treatments were applied, individual Quercus tree growth was measured. We measured the height of the apical shoot (height), and the lengths of all auxiliary shoots (auxiliary growth). The Quercus saplings were kept in a greenhouse under optimal conditions for one year. Growth measurements for each individual tree were measured
34 biweekly for analysis of relative growth rates. Relative growth rates were calculated for each growth variable (height and auxiliary growth) defined as RGR in the equation:
ln(푊 ) − ln(푊 ) 푅퐺푅 = 2 1 푡2 − 푡1
where W1 and W2 are a measurement of the plant’s height or auxiliary growth at times t1 and t2.
RGR calculations minimize bias caused by variance in initial measurements of plant size
(Hoffmann and Poorter 2002; Rees et al. 2010). All growth measurements were taken biweekly throughout the year following treatment application. The final growth measurements were taken once trees were harvested, one year after treatments were applied.
Leaf morphological samples were taken during harvesting, one year after treatment application. Leaves were scanned on a CI-202 leaf area meter from CID BioScience. After scanning, leaves were dried and weighed. We measured specific leaf area (leaf area divided by the leaf’s dry weight), leaf aspect ratio (maximum leaf breadth/ maximum leaf length), and leaf shape factor (leaf area/ perimeter) by removing three leaves from each sapling and following leaf measurement protocols, as described by Lu et al. (2012).
Quercus nutrient allocation responses The samples were tested for the concentration of total non-structural carbohydrates using the method by Fournier (2001) that uses a phenol–sulfuric acid solvent for a colorimetric reaction of sugars and starches extracted from leaf tissues (see
Tomlinson et al. 2013). Non-structural carbohydrate analyses were done in a single lab to avoid differences from varying labs and techniques (Landhäusser et al. 2018). Nitrogen was analyzed using a rapid N exceed® nitrogen analyzer.
35
Statistical analysis: Measuring phylogenetic signal and phylogenetic correlations
Phylogenetic comparative methods (PCM) are statistical tools that are commonly used to help address the issue of non-independence among data points (Ackerly 2009; Felsenstein 1985;
Forthman and Weirauch 2018; Pennell et al. 2016). Access to phylogenetic information is a major advance in developing PCM that places an emphasis on detecting phylogenetic signal
(Mounce et al. 2018; Pennell et al. 2016). Phylogenetic signal ascertains whether there is an effect of molecular phylogeny on any particular trait using phylogenetic distances (Blomberg et al. 2003; Revell et al. 2008).
We calculated phylogenetic signal using a phylogenetic generalized least-squares (PGLS) regression (Cornwell and Nakawagaw 2017; Garland 1989). We accounted for within-species variation in the PGLS regressions by using the pgls.Ives (Ives et al. 2007) function in the phytools package in R (Revell 2012). Following the recommendations of Münkemüller et al.
(2012), we report Blomberg’s K because of its suitability for use with relatively few species
(Blomberg et al. 2003). A value of K < 1 indicates that species are less similar than expected by phylogenetic relationships and do not follow the Brownian model of evolution; a value K > 1 indicates a greater similarity between species than predicted by the Brownian model. It is important to stress that even a non-significant value does not necessarily mean that there is no phylogenetic signal, especially in relatively small data sets (Münkemüller et al. 2012).
Phylogenetic correlations between response variables were performed within each treatment using independent contrasts (Garland et al. 1999; Pagel 1999). To account for the possibility of spurious correlations, we performed a Bonferroni correction to adjust the α (Conneely and
Boehnke 2007). This method divides the α by the number of correlations (n = 5) to counteract the problem of multiple comparisons. We created phylomorphospace plots to project the
36 phylogeny onto the correlation of the two variables being analyzed (Sidlauskas 2008) to visualize how the data points are phylogenetically related and to visualize how trade-offs were influenced by phylogeny. We used the phytools package (Revell 2012) in R version 3.6.0 (R
Development Core Team 2019) for these phylomorphospace plots.
Statistical analysis: Ignoring phylogeny For those variables showing no phylogenetic signal, we first evaluated trait responses across the 12 species using a multivariate analysis of variance
(MANOVA) for multiple dependent variables (i.e., height, auxiliary growth, leaf total polyphenol, total tannins, condensed tannin concentrations, and root and leaf non-structural carbohydrate concentrations) to minimize type I statistical error. Thereafter, we used univariate
ANOVA (and Scheffé post hoc tests) for each significant response variable. The model included herbivory treatment as a fixed factor and species as a random factor. Both MANOVA and
ANOVA tests were run using IBM SPSS version 26 software (IBM 2019). To better understand responses across species, we used a non-parametric sign test (Siegel and Castellan 1981) to analyze overall trends. Trait variances often display trends that give insights into ecological and evolutionary processes that are not always visible when analyzing mean effects alone (Sánchez-
Tόjar et al. 2020).
RESULTS
Phylogenetic constraints on constitutive and induced modes of defense We found a significant phylogenetic signal for constitutive concentrations of total tannin (i.e., in control treatments; K = 1.091, P < 0.01; Table 2). However, there was no evidence of a significant
37 phylogenetic signal for inducible concentrations of total tannin (i.e., simulated herbivory treatments; Table 2). Trichome production was the only inducible morphological defense that showed a significant phylogenetic signal (Table 2). We found that there was a significant phylogenetic signal for apical relative growth rates (aRGR) in control treatments, but not in herbivory treatments (Table 2). There was also a significant phylogenetic signal for constitutive and induced leaf aspect ratios (Table 2). Similarly, induced specific leaf area and leaf shape showed a significant phylogenetic signal (Table 2).
38
Table 2. Results of phylogenetic least squares regression of phylogenetic signal (Blomberg’s K with significance (P)) for Quercus responses to varying locations and intensities of simulated herbivory. Significant values indicated in bold with “*”.
Control 25% apical 75% apical 25% auxiliary 75% auxiliary removal Removal removal removal
K P K P K P K P K P Growth Responses RGR height 0.836 0.043* 0.639 0.323 0.611 0.387 0.545 0.653 0.538 0.632 RGR auxiliary 0.328 0.729 0.843 0.639 0.241 0.272 0.555 0.332 0.537 0.053 growth Defense Responses Polyphenols 0.658 0.295 0.751 0.152 0.743 0.214 0.633 0.366 0.528 0.782 Total tannins 1.091 0.013* 0.531 0.686 0.395 0.987 0.686 0.239 0.606 0.412 Condensed 0.455 0.897 0.650 0.305 0.671 0.258 0.685 0.214 0.878 0.038* tannins Trichome 0.287 0.316 0.878 0.615 0.456 0.688 0.312 0.999 1.089 0.982 density Morphological Traits Specific leaf area 0.715 0.817 0.841 0.049* 1.067 0.013* 1.003 0.028* 0.886 < 0.001* Leaf aspect ratio 0.963 < 0.001* 0.786 0.001* 0.876 < 0.001* 1.016 0.039* 0.977 < 0.001* Leaf shape factor 0.313 0.514 0.814 0.018* 1.001 < 0.001* 0.971 0.004* 0.999 < 0.001*
39
Nutrient Allocation Foliar NSC 0.416 0.288 0.770 0.144 0.743 0.187 0.610 0.379 0.502 0.347 Root NSC 0.753 0.165 0.643 0.400 0.520 0.540 0.562 0.085 0.537 0.689 Foliar nitrogen 0.540 0.132 0.643 0.068 0.510 0.740 0.641 0.361 0.646 0.323
40
Growth–defense correlations Using independent phylogenetic contrasts, we found a significant trade-off (strong negative correlation) between growth and defense (r = -0.71, P = 0.01; Fig. 3a, b), growth and investment in leaf morphology (r = -0.73, P = 0.007; Fig. 3c, d), and between growth and nutrient allocation (r = -0.49, P = 0.019; Fig. 3e, f). However, these trade-offs were not observed in responses induced by simulated herbivory. We also found a significant positive correlation between trichome production and growth (r = 0.513, P = 0.033). We did not find any other positive correlations between growth and defense responses (r range -0.113–0.396, P range
0.039 to > 0.05).
41
r = -0.71, P = 0.011
r = -0.73, P = 0.007
r = -0.49, P = 0.019
Figure 3. Trade-offs between Quercus constitutive traits and phylomorphospace projections of the
Quercus phylogeny. Each data point represents an individual species’ growth and constitutive trait plotted in morphospace (for more details, see Methods). a) The phylogenetic trade-off between growth (i.e.,
42 apical shoot relative growth rate) and constitutive chemical defenses (tannin concentration). b) A phylomorphospace plot of (a). c) The trade-off between growth and leaf morphology (specific leaf area). d) A phylomorphospace plot of (c). e) The trade-off between growth and constitutive nutrient allocation
(root non-structural carbohydrate storage. f) A phylomorphospace plot of (e). Particular colors represent the same section of the phylogeny. Circles in red = Lobatae, blue = Quercus, green = Quercus series
Virentes, and yellow = Quercus subsection Texas/N. Mexico. “aRGR” = apical shoot relative growth rate,
“T.A.E.” = tannic acid equivalents, “G.E.” = glucose equivalents.
Quercus responses ignoring phylogeny We assessed Quercus responses, ignoring phylogeny, using a MANOVA. After one year of regrowth, Quercus species showed significant responses to location of simulated herbivory, intensity of simulated herbivory, and the interaction of location and intensity of simulated herbivory (Table 3). The patterns of responses to location and intensity of simulated herbivory differed significantly among species (Table 3). We used post hoc univariate ANOVA to further analyze significant results (discussed below).
43
Table 3. MANOVA results for the effects of location and intensity of simulated herbivory on oak growth, defense, and nutrient allocation. Reported F values are equivalent F values based on
Wilks’ λ. Significant values indicated in bold with “*”.
Treatment Wilks’ λ F P Location of simulated herbivory (apical vs. auxiliary) 0.825 4.661 < 0.001* Intensity of simulated herbivory (25% vs. 75%) 0.861 3.566 < 0.001* Location X intensity of simulated herbivory 0.844 4.072 < 0.001* Species (random effect) 0.004 13.942 0.019*
Quercus defense responses There was no significant change in induced concentrations of total polyphenols or total tannins (Table 4). In general, albeit not statistically significant, members of
Quercus section Lobatae (Q. coccinea, Q. laurifolia, Q. nigra, Q. palustris, and Q. rubra) decreased condensed tannin production when damaged, and members of Quercus section
Quercus (Q. alba, Q. macrocarpa, Q. michauxii, and Q. muehlenbergii) increased or did not change investments in condensed tannins (Table 4, Fig. 4).
44
alba michauxii sinuata
control
25% removal
75% removal
macrocarpa muehlenbergii stellata
95% (mm/day) CI
-
palustris nigra virginiana
laurifolia coccinea rubra
+/ growth rate shoot Apical relative
Control Apical Auxiliary Control Apical Auxiliary Control Apical Auxiliary
Figure 4. Individual Quercus species apical shoot relative growth rates plotted by location and intensity of simulated herbivory. Scheffé post hoc tests result in p values < 0.05 for all species, except Q. michauxii (P = 0.08), Q. sinuata (P = 0.16), Q. palustris (P = 0.38), and Q. rubra (P = 0.47). 95% C.I. = 95% confidence interval, circle = control, triangle = 25% removal, square = 75% removal.
45
Quercus growth and leaf morphology Regardless of location of simulated herbivory, Quercus saplings (except for Q. alba) with 25% removal of tissue did not increase apical shoot relative growth rates (aRGR) in response to simulated herbivory (Table 4, Fig. 5). A non-parametric sign test (Siegel and Castellan 1981) showed a trend of decreased aRGR when 75% of tissue was removed (sign test: P = 0.02; Fig. 5) compared to control and 25% removal treatments (Fig. 5).
46
Figure 5. The mean condensed tannin concentrations of individual Quercus species in response to location of simulated herbivory (apical vs auxiliary) in each treatment. Taxa inside the black dotted line belong to Quercus section Quercus (various series) of the Quercus phylogeny and those outside the dashed lines belong to the Lobatae section. “+” = a positive trend from the control, “-” = a negative trend from the control. For two species (Q. macrocarpa and Q. muehlenbergii), there was no significant effect and consequently neither a “+” nor “-” is indicated. Q.E. = quebracho equivalents (see methods); 95%
C.I. = 95% confidence interval.
47
Quercus specific leaf area did not change in response to simulated herbivory (Table 4).
Leaf-aspect ratio increased (leaves became more elongated) with 75% removal of tissue, regardless of damage location, in five species (Q. coccinea, Q. laurifolia, Q. nigra, Q. stellata and Q. virginiana) (Table 4). Leaf-shape factor decreased (i.e., leaves became smaller) in seven
Quercus species (Q. macrocarpa, Q. michauxii, Q. muehlenbergii, Q. nigra, Q. sinuata, Q. stellata, Q. virginiana) when damaged at the apical shoot regardless of the amount of tissue removed (Table 4, Fig. 6).
48
p < 0.01 f f b b b a a e e c e d
Figure 6. The average leaf shape factor for all simulated herbivory treatments, plotted against the Quercus phylogenetic tree to show phylogenetic relationships. The average leaf shape factor was significantly affected by phylogeny for all simulated herbivory treatments. The phylogenetic tree shows that the relationship between species and more closely related species frequently have similar specific leaf areas
(mm2 g-1).
Quercus nutrient allocation responses Quercus species had similar constitutive concentrations of NSC in root storage (intraspecific variation ranging from 0.1–0.5 mg mL-1), with the exception of Q. stellata (0.9 ± 0.01 mg mL-1), which differed significantly from the remaining eleven species (P < 0.01). All Quercus species, except for Q. stellata, increased NSC concentrations in root storage when damaged, regardless of the intensity of the simulated
49 herbivory (Table 4). We found no changes to foliar nitrogen concentrations (all P values > 0.05;
Table 4).
Table 4. ANOVA results of the effects of location and intensity of simulated herbivory on oak growth, defense, and nutrient allocation. Significant values indicated in bold with “*”. Growth responses were measured as relative growth rates (RGR), and nutrients include total non- structural carbohydrates (NSC).
Location of Simulated Intensity of Location X Intensity of Herbivory (apical vs Simulated Simulated Herbivory auxiliary) Herbivory (25% vs 75%) Growth Responses F P F P F P RGR height 19.792 < 0.001* 21.411 < 0.001* 23.909 < 0.001* RGR auxiliary growth 0.001 1.000 0.042 0.838 0.854 0.356 Defense Responses Polyphenols 2.054 0.153 0.811 0.369 0.885 0.348 Tannins 0.208 0.649 4.170 0.051 0.058 0.810 Condensed tannins 0.933 0.335 6.149 0.014* < 0.001 0.995 Trichome density 0.481 0.489 0.960 0.328 1.398 0.597 Morphological Traits Specific leaf area 0.406 0.524 0.573 0.450 1.928 0.166
Leaf aspect ratio 0.280 0.607 2.695 0.029* 3.026 0.108 Leaf shape factor 1.105 0.005* 0.407 0.536 0.016 0.900 Nutrient Allocation
Foliar NSC 2.054 0.153 0.811 0.369 0.885 0.348 Root NSC 2.368 < 0.001* 2.870 0.092 3.156 0.077
Foliar nitrogen 0.280 0.597 0.115 0.735 1.166 0.281
50
DISCUSSION
Quercus defenses are driven by evolutionary selective pressures (such as herbivory) and the environment (Ackerly 2002; Firmat et al. 2017; Mitter et al. 1991; Pearse and Hipp 2012).
Having a broad geographic distribution, the genus Quercus contends with many environments containing diverse herbivore pressures (Cavender-Bares et al. 2004; 2016). We found that most of the effects of simulated herbivory were not explained by phylogeny. However, variations in constitutive relative growth rate and total tannin concentrations are explained by phylogenetic relationships. With certain locations and intensities of herbivory, more closely related species shared similar investments in growth and induced leaf-morphological traits, but phylogeny did not explain patterns of induced concentrations of total tannins. The results of this study, and those of previous studies (Hipp and Pearse 2012; Moreira et al. 2018), suggest that constitutive chemical defenses and inducible morphological traits are under significant phylogenetic constraints, but inducible chemical defenses appear to be species-specific.
Quercus chemical defenses, such as tannins (Feeny 1970; Rossiter et al. 1988; Visakorpi et al. 2019), may often be upregulated as an inducible defense against herbivores (Moctezuma et al. 2014; Rohner and Ward 1997; Ward 2006). Furthermore, Quercus may alter the types of tannins present, such as condensed and hydrolysable tannins, as chemical defenses against specialist herbivores (Clausen et al. 1992). We found that that some Quercus species such as Q. alba and Q. michauxii increased condensed tannin production relative to the amount of tissue removed (Fig. 5). We note that many studies have found defenses are induced by specific salivary enzymes and proteins (Berman 2002; Rooke 2003). However, herbivore saliva does not always induce these defenses (Keefover-Ring et al. 2015), and defenses are often induced without such catalysts (Huang et al. 2019).
51
How much variance in phenotypic traits does phylogeny explain? In this study, we asked whether phylogenetic constraints could explain patterns of growth–defense trade-offs between and within Quercus (oak) species. Phylogeny and adaptation define two ends of a continuum of biological explanations (Agrawal 2020; Cavender-Bares et al. 2016; Leimar et al. 2019; Stearns
1992). We note that it is crucial to keep the idea of a continuum in mind when interpreting phylogenetic analyses of genera, especially Quercus, that have broad, overlapping geographic distributions (McVay et al. 2017; Moreira et al. 2018). Furthermore, a phylogenetic pattern of phenotypic traits does not necessarily indicate that the trait is not adaptive (Agrawal, 2020;
Heslop-Harrison 2017; Stearns 1992). Ackerly (2002) explained how ecological sorting processes and selection can lead to adaptive evolution. He further gives a framework for how species’ distributions can lead to patterns of phylogenetic niche conservatism. In this study, we found correlations between phylogenetic relatedness and similarity of life-history traits in the genus Quercus (demonstrated by phylogenetic patterns in leaf morphological traits), similar to studies such as Cavender-Bares et al. (2004).
Physiology and genetics are two well-studied sources of constraints on adaptations of plant defenses (e.g., Ballaré and Austin 2019; Endara et al. 2017; Keith 2017; Ochoa-Lopez et al.
2018). Studies focusing on genetic constraints of adaptation often fail to consider limitation and assimilation capacity of resources (Ballaré and Austin 2019; Mole 1994), just as studies of physiological constraints often fail to evaluate heritability of traits (Ehrlich et al. 2020; Ward et al. 2012). Both types of constraints further fail to explain differentiation of traits expressed across levels of biological organization due to selective pressures (Barthelemy and Caraglio
2007; Hahn and Moran 2016; Züst and Agrawal 2017). For example, certain plant defenses have been shown to trade-off with plant growth or reproduction within individual species, but general
52 patterns of plant-defense trade-offs are less frequently recorded across related species (Agrawal and Fishbein 2008; Peiman and Robinson 2017; Züst and Agrawal 2017; Züst et al. 2015). More recent advances in phylogenetics have created a better understanding of patterns of plant-defense trade-offs across biological scales and sparked an interest in phylogenetic constraints of plant- defense adaptations (Hinman et al. 2019; Moreira et al. 2018; Pausas and Verdu 2010).
Phylogenetic constraints may not always be present but analyzing ecological variation in a phylogenetic context provides important information, even if phylogenetic signal is not detected
(Garland et al. 2005; Losos 2008).
Plant phylogeny often explains much of the variance in key defensive traits (Pearse and
Hipp 2009). Many Quercus species undergo leaf morphological changes that may act as defenses against herbivores (Dawra et al. 1988; Moctezuma et al. 2014) but it is often difficult to directly link leaf morphology to defense (Moctezuma et al. 2014). For example, Q. virginiana has a thick, waxy cuticle that acts as a defense (Eigenbrode and Espelie 1995), perhaps because insects with smaller mandibles find it difficult to try to cut through the tough cuticle (Raupp 1985). We found several changes to leaf morphology that were induced by simulated herbivory treatments, making it possible for us to conclude that these traits are related to defense. Furthermore, there is considerable evidence that similar leaf morphologies are a result of phylogenetic relatedness
(Hickey and Wolfe 1975; Kadereit et al. 2006; Oyston et al. 2016). If similar herbivore pressures affect certain lineages more consistently than others, we would expect lineage-specific adaptations that will reflect a phylogenetic pattern (Donoghue 1989; Lauder 1981; Walden et al.
2019). However, several studies (e.g., Moreira et al. 2018; Pearse and Hipp 2009; 2012), including ours, suggest that the tendencies of species to retain ancestral traits cannot entirely account for variations in inducible chemical traits. Even so, we did find examples of inducible
53 defenses that demonstrate phylogenetic effects. One example is the similarity in condensed tannin production of Q. virginiana, a species from Quercus series Virentes, and the closely related Quercus section Quercus (Q. alba and Q. michauxii) (Fig. 6). We also found that phylogeny explains some variation of inducible leaf-morphological traits. Nonetheless, we also found that condensed tannin production in this genus is also differentiated based on the simulated herbivore pressures. For example, except for Q. rubra, members of Quercus section Lobatae (Q. coccinea, Q. laurifolia, Q. palustris, and Q. nigra) decreased condensed tannin concentrations when 75% of tissues were removed.
What do positive and negative (trade-off) correlations tell us? Plant scientists have long considered a cost-benefit paradigm when trying to better understand plant defenses (Cippolini et al. 2014; Huang et al. 2019; Steppuhn and Baldwin 2008). In this regard, we would expect trade- offs to be common. The growth-differentiation balance hypothesis (GDBH), as well as the
Resource Availability hypothesis (Coley et al. 1985), predicts that slow-growing plants will have more resources available for investment in defenses because they need to limit loss (Hattas et al.
2017; Herms and Mattson 1992; Scogings 2018). This may result in species-specific trade-offs and are not generally extrapolable at the generic level (Agrawal 2020; Futuyma and Moreno
1988). Species-specific trade-offs may explain some of the patterns we observed in this study.
For example, the trade-off we found between apical shoot relative growth rate (aRGR) and total tannin concentration indicates that even though plants received the same resources, species with slower growth rates invested more in defenses than those with higher growth rates (see Results).
Individual species in control treatments in Quercus section Lobatae tend to invest more in total tannin production and less in aRGR relative to species in Quercus section Quercus. However, we
54 did not find the expected trade-off between aRGR and induced tannin concentrations in herbivory treatments. The absence of this trade-off may be due to specific genotype by environment interactions (i.e., adaptive phenotypic plasticity sensu van Kleunen and Fischer
2004; Via et al. 1995; Ward et al. 2012) within certain species of Quercus. Other studies have shown substantial evidence of local adaptation as well as adaptive differentiation of Quercus species that are closely related (e.g., Cavender-Bares and Ramirez-Valiente 2017; Gonzalez-
Rodriguez and Oyama 2005; Valladares et al. 2002). Furthermore, foliar NSC concentrations did not significantly change in any of the Quercus species, yet several species (Q. alba, Q. macrocarpa, Q. rubra) increased aRGR. We postulate that increasing aRGR increases photosynthetic capacity by increasing height and access to sunlight, regardless of the increased re-allocation to belowground (root) storage in the herbivory treatments. For example, Q. rubra has been shown to increase photosynthetic rates by up to 22% (Woolery and Jacobs 2011) and increase NSC concentrations in foliar tissues (Frost and Hunter 2008) following simulated herbivory. Wiley et al. (2017) also showed that Quercus species prioritized NSC root re- allocation relative to growth in Q. rubra. Rieske and Dillaway (2008) found that defoliation of
Q. velutina had no effect on relative height or non-structural carbohydrate reserves, but Q. alba decreased investments in both relative height and NSC in root reserves.
The role of nutrient acquisition in hiding trade-offs Trade-offs may result from genetic associations between growth/reproduction and defense (antagonistic pleiotropy—reviewed in
Hedrick 1999; Johnson et al. 2015; Keith and Mitchell-Olds 2019; Rose 1982; Wright 1968) or from optimization strategies regarding nutrient acquisition and allocation (Metcalf 2016; van
Noordwijk and de Jong 1986). Although antagonistic pleiotropy may be a plausible explanation
55 for trade-offs in Quercus species, an equally plausible hypothesis pertains to differences in nutrient acquisition and allocations to growth and defense (Bochdanovits and de Jong 2004; van
Noordwijk and de Jong 1986; Ward and Young 2002). Following the latter hypothesis, a trade- off will occur if there is a relatively small difference in nutrient acquisition between individual plants and a relatively large difference in the allocation of those nutrients (to growth or defense) between individuals (van Noordwijk and de Jong 1986). However, if there is a relatively large difference in nutrient acquisition between individual plants and a relatively small difference of nutrient allocation (to growth or defense) between individual plants, a trade-off will not occur
(van Noordwijk and de Jong 1986). In our study, all individuals received the same nutrients and water, although we removed different amounts of photosynthetic material, resulting in reduced acquisition with greater simulated herbivory. The absence of some trade-offs may result from the plasticity of traits in species that differ in their acquisition and allocation of resources (Metcalf
2016; van Noordwijk and de Jong 1986). Indeed, Armbruster et al. (2004) suggested that intraspecific correlations (positive and negative) between growth and defense traits are indicative of adaptations independent of phylogenetic constraints.
Under the GDBH, we would not expect to find positive correlations between growth and defense traits (Ward and Young 2002). However, resource acquisition may allow for some individuals to allocate more resources to multiple functions (growth and defense) (van
Noordwijk and de Jong 1986; Ward and Young 2002; Zera and Harshman 2001). We found a positive correlation between growth rate and trichome density in herbivory treatments, after we controlled for phylogeny. Trichomes have been linked to plant defenses and are energetically expensive to produce (Holeski et al. 2010; Levin 1973; Tian et al. 2012). Given access to the same resources (water and sunlight), we would expect to see a trade-off between aRGR and
56 trichome density because of the high cost of producing trichomes (Hare et al. 2003; Levin 1973;
Züst et al. 2011). We speculate that the positive correlation between growth rate and trichome density may be a result of a cascade of responses to increased size, resulting in a positive correlation. Furthermore, increases in trichome density can increase water moisture retention, thus increasing photosynthetic capacity (Brewer and Smith 1994) and resources available to increase growth rate. More research is needed to understand the nature of the genetic correlations
(MacTavish and Anderson 2020) of Quercus traits to determine if positive correlations could infer adaptation of defensive traits, or whether they are simply the consequence of allometric scaling (Falster et al. 2015).
Are leaf traits indicative of induced resistance to herbivory? Energetic costs associated with the production of constitutive and inducible defenses may be offset by the optimization of multiple metabolic pathways resulting in a trade-off between types of defenses (Gershenzon
1994; Neilson et al. 2013). In a meta-analysis of trade-offs between various plant defenses,
Koricheva et al. (2004) suggested that ecological costs of defense production may cause a differential investment between constitutive and inducible plant defenses. Differential investment in constitutive and induced chemical defenses makes it essential to consider the two types of defenses independently (Martinez-Swatson et al. 2020). Furthermore, phylogeny often constrains phenotypic expression of constitutive defenses (Moreira et al. 2018; Ralph et al. 2007). Inducible defenses may be under greater species-specific selective pressures and are more likely to be adaptive (Baldwin 1999; Koricheva et al. 2004; Moreira et al. 2018). Understanding the costs of defense production in both constitutive and inducible defenses is essential to understanding the evolution of plant defenses (Galman et al. 2019a, b; Martinez-Swatson et al. 2020). We found
57 that herbivore damage induced a greater aRGR (apical relative growth rate), greater production of condensed tannins, alterations in leaf aspect and leaf ratio, as well as induced non-structural carbohydrate re-allocation to root storage. Contrastingly, in our study, we found that polyphenol concentration, total tannin concentration, and trichome density remained constant regardless of damage (i.e., constitutive). Leaf traits that evolved for primary functions, such as specific leaf area (Knight et al. 2006), probably contribute to defense against herbivores as well (Agrawal
2004). We simulated herbivory allowing us to make assumptions about which morphological traits may be directly related to herbivore defense. Our study suggests that certain induced-leaf morphological traits (e.g., specific leaf area, leaf aspect ratio, leaf shape factor) may also be under phylogenetic constraints (see also Pearse and Hipp 2012). For example, we found that leaf- shape factor decreased depending on the location of damage, with closely related species behaving more similarly (Table 4).
CONCLUSIONS
Our study suggests that a combination of RAH and GDBH predictions construct a better representation of how ecological selective pressures, such as herbivory, affect a plant’s investment in growth and defense production (Endara and Coley 2011; Glynn et al. 2007; Hattas et al. 2017; Scogings 2018; Martinez-Swatson et al. 2020). At low levels of resources, plants may be able to do little other than grow, while at intermediate levels of resources, there are sufficient nutrients to grow rapidly and produce chemical defenses (GDBH only) as evidenced by the lack of growth-defense trade-offs in herbivory treatments. At higher levels of resources, plants may focus on growth-based life strategies and regrow any lost material (Coley et al. 1985;
Maron et al. 2014; Pearson et al. 2017). Resource allocation, in addition to herbivore pressures,
58 are likely to be factors that drive adaptations of chemical defense in Quercus. Overall, our results show uniquely that there are phylogenetic constraints on growth, constitutive tannin concentrations, and the trade-off between these two variables. Herbivore-induced condensed tannin concentrations and leaf morphological traits are also under significant phylogenetic constraints (K > 1). However, inducible chemical traits (except for condensed tannin concentrations) are influenced by adaptive selection pressures (K < 1). Considering the contrasting findings of previous studies about Quercus storage of non-structural carbohydrates
(e.g., Rieske and Dillaway 2008; Wiley et al. 2017), our study shows that NSC re-allocation strategies within the genus Quercus were related to location of meristem damage and not the intensity. We predicted greater responses to apical shoot damage but found that auxiliary shoot damage consistently caused a greater re-allocation of NSC storage in the roots. However, the overall relationships between growth and NSC re-allocation appear to represent species-specific adaptations to selective pressures imposed by herbivory.
59
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CHAPTER III
ABOVEGROUND HERBIVORY CAUSES BELOWGROUND CHANGES IN TWELVE
OAK (QUERCUS) SPECIES: A PHYLOGENETIC ANALYSIS OF ROOT BIOMASS AND
NUTRIENT RE-ALLOCATION
ABSTRACT
Plant ecosystem structure is understood to be a result of complex multitrophic interactions. Most multitrophic studies focus on plant aboveground adaptations to aboveground herbivore pressures, neglecting belowground adaptations in response to aboveground damage. Differential investment in root structures may allow plants to compensate for tissue loss or damage due to herbivores.
Furthermore, phylogeny may constrain a plant’s ability to adapt belowground. We examined the belowground responses of 12 species of oak (Quercus) to varying locations (apical vs lateral meristem) and intensities (25% vs 75% tissue removal) of simulated herbivore damage. We first established that oak belowground traits responded to aboveground herbivory by measuring patterns of investment in coarse vs fine root structures and re-allocation of non-structural carbohydrates (NSC) to root storage. We then tested whether phylogeny could explain variations in investment patterns using phylogenetic independent contrasts. Plant adaptations to aboveground herbivory included allocating biomass and carbon reserves to root structures, depending on the location and intensity of herbivore damage. NSC re-allocation to root storage was observed when oak species experienced any type of damage, but damage to lateral tissues
80 caused a greater re-allocation than apical damage or control treatments. We found that most belowground responses to aboveground herbivory are species-specific and may be adapted for environmental conditions or type of herbivory. Some responses to herbivore damage, such as changes in fine-root mass and root sugar concentrations, were phylogenetically constrained.
Phylogenetic constraints generally occur when there is severe damage at the apical meristem.
Plants may adapt to aboveground tissue loss due to varying herbivore pressures (i.e., varying location and intensity of damage) by differentially investing in root types and NSC re-allocation to root storage. Understanding linkages between and phylogenetic constraints of plant belowground responses to aboveground herbivory will improve our understanding of the ecological processes involved in multitrophic interactions.
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INTRODUCTION
Many studies on herbivory focus on aboveground plant responses (e.g., Schuman et al. 2018;
War et al. 2018; Züst and Agrawal 2017). These responses include fitness costs (Cipollini et al.
2014; Rusman et al. 2020) growth and compensatory regrowth (McNaughton 1983; Ward et al.
1997; Zhang et al. 2020), plant secondary metabolite (PSM) production (Couture et al. 2016;
Karban and Baldwin 2007; Kessler 2015), changes in nutrient quality (Tomlinson et al. 2016;
Tuomi et al. 1984), and tri-trophic interactions (Agrawal 2000; Shikano et al. 2017; van der
Putten et al. 2001). Over the last few decades, there has been an increased interest in linking above- and belowground interactions (Bargett and van der Putten 2014; Papadopoulou and van
Dam 2017). Several studies have analyzed feedbacks between above- and belowground herbivory (e.g., Bezemer et al. 2003; Masters and Brown 1993; van Dam and Heil 2011). An understudied aspect is the effect on morphology and chemistry of plants belowground when affected by changes aboveground (Bardgett et al. 2014).
Although roots are generally used for water and nutrient uptake (Hodge 2010; Jackson et al. 1990) some are also used for anchoring ability (Knorr et al. 2005; Tobin et al. 2007). Fine roots have a greater capacity for nutrient absorption than coarse roots (Johnson et al. 2008). We hypothesize that fine roots may play an important role in allowing plants to adapt to herbivore pressures. Fine roots are defined as having diameters < 2 mm, whereas coarse roots are defined as having diameters ≥ 2 mm (McCormack et al. 2015; Pregitzer et al. 2002). The diameters are often associated with the functional roles of roots (Cusack et al. 2009; Silver and Miya 2001).
Coarse roots are generally associated with root network structural support and delivering nutrients from fine roots to the rest of the plant (Knorr et al. 2005; Tobin et al. 2007).
Differences in functionality of fine and coarse roots may cause a differentiation in re-allocation
82 of carbon to the various root types as an adaptive response to herbivory. Herbivory often decreases photosynthetic capacity (Holland et al. 2017; Nabity et al. 2009), consequently decreasing nutrient uptake (Leon-Sanchez et al. 2020) so that investment in fine roots may be hypothesized as an adaptive response to compensate for the loss of nutrients.
Herbivory is an ecological process that regulates and selects for specific plant traits (Aide
1988; Brown and Lawton 1991; Maron et al. 2019). One of the most important aspects of herbivory is due to variation in location and intensity of herbivore damage (Ballaré and Austin
2019; Ward 2010). Many plants express apical dominance where there is preferential growth of the apex shoot, or apical meristem over lateral tissues (Aarssen 1995; Cline 1991; Kebrom
2017). Several studies have shown that plants overcompensate in other tissues due to removal or destruction of the apical meristem (e.g., Aarssen and Turkington 1987; Ward 2010). For example, damage to the apical meristem may cause an increase in lateral tissue growth (Gadd et al. 2001; Perkovich and Ward 2021; Ward 2010). Root-trait responses may be related to adaptation, phylogeny or a combination of adaptation and phylogeny (Valverde-Barrantes et al.
2015; 2017). We assessed how aboveground herbivory affected belowground traits of 12 related species in the genus Quercus (oaks; Fagaceae). Oaks are abundant in many temperate systems, have a wide geographical range (found on five continents), and demonstrate tens of million years of speciation, providing a model system for ecological and evolutionary studies (Cavender-Bares
2016; Kissing and Powers 2010; Manos and Stanford 2001; Pearse and Hipp 2012; Petit et al.
2013). Much research has been done on developing a highly resolved molecular phylogeny of
American oak clades (Hipp et al. 2014, 2018; McVay et al. 2017). Having a well-resolved phylogeny is crucial for comparative studies because of the non-independence between species, caused by hierarchical relationships (Ackerly and Donoghue 1995; Huey et al. 2019). Felsenstein
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(1985) suggested a method for weighting character values of closely related species when performing comparative analyses. Sister species may have similar trait values because of common descent and are therefore nested in a phylogenetic hierarchy. These relationships violate the assumption of independence of data points. Felsenstein’s (1985) method uses independent contrasts (calculated as the absolute difference (“contrasts”) between the actual values (“tips”) among individual species, using the square root of the variance for standardization) (also see
Garland et al. 1992; Ward et al. 2020). Independent contrasts create statistical independence of data points, determining if traits may be similar because of phylogeny and not representations of individual adaptations.
The aim of this study was to provide a better understanding of evolutionary patterns that may explain and/or predict belowground trait responses to aboveground herbivory. We formulated these three hypotheses:
(1) There should be an increase in nutrient re-allocation belowground (Perkovich and
Ward 2021; Wiley et al. 2017), generating increased investment in root biomass when damaged aboveground. To compensate for nutrients lost to herbivory, there should be a greater investment in the production of fine roots than in coarse roots.
(2) Phylogeny should explain variations in oak belowground responses, with more closely related species responding in similar ways (Phillips et al. 2018; Xie et al. 2016).
(3) Because oak species often prioritize NSC storage over regrowth (Wiley et al. 2017), we predict a trade-off (strong negative correlation) between aboveground biomass and NSC in root storage. Furthermore, NSC re-allocation should influence root biomass (Kobe et al. 2010).
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We therefore predict a positive correlation between root biomass and the re-allocation of NSC to root storage.
METHODS
Oak phylogeny and experimental design We used a well-resolved molecular phylogeny containing 146 species in the American oak clade (Hipp et al. 2018). Twelve species were chosen across the phylogeny to give an adequate representation of biogeographical and environmental diversity within the oak genus. We followed oak nomenclature described in the
Oaks Names Database (Trehane 2007). We excluded species where interspecific hybridization and introgression may occur, such as among the white oaks (Q. alba complex) and red oaks (Q. rubra complex) (Hipp and Weber 2008; Lexer et al. 2006; Moran et al. 2012; Whittemore and
Schaal 1991). We sampled the following 12 species: Q. alba, Q. coccinea, Q. laurifolia, Q. macrocarpa, Q. michauxii, Q. muehlenbergii, Q. nigra, Q. palustris, Q. rubra, Q. sinuata, Q. stellata and Q. virginiana (Fig. 7).
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Figure 7. The phylogenetic relationships of the 12 Quercus species used for analysis of belowground responses to simulated herbivory. Species tree was pruned from the Hipp et al. (2018) phylogeny of
Quercus species in North America. (Modified from Figure 1 in Perkovich and Ward 2021).
Simulated herbivory treatments Oak saplings from each of the 12 species were purchased from Mossy Oak Nativ Nursery in West Point, MS, United States. To avoid differences in responses due to ontogeny, all saplings were the same age (approximately 3–4 years old)
(Gruntman and Novoplansky 2011). Saplings were planted in May 2017, in the same type of soil
(all-purpose Pro-Mix potting soil) to ensure that there were no nutritional or microbial effects from different soils (Pangesti et al. 2014; van der Putten et al. 2001). Throughout the experiment, pots containing the saplings were weeded weekly. The saplings were kept in optimal conditions in a greenhouse with a permanent schedule of 12 h of light and 12 h of dark at a constant 22 °C.
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Daily watering was administered from an irrigation system to ensure each sapling received the same amount of water. We applied five treatments to simulate variations in meristem location
(apical vs. lateral) and intensity (25% vs 75% tissue removal) of herbivory. The initial height of each sapling was recorded before clipping treatments were applied to account for bias related to initial size. Each treatment was replicated five times for each of the twelve species for a total of
25 individuals per species, with each plant developing in a single pot. The treatments were as follows (see also Perkovich and Ward 2021):
1. Control: No vegetation removed (5 individuals/ oak species) (Fig. 8a).
2. 25% apical removal: Removal of the dominant apical meristem and 25% apical shoot (5
individuals/species) (Fig. 8b).
3. 75% apical removal: Removal of the dominant apical meristem and 75% apical shoot (5
individuals/species) (Fig. 8c).
4. 25% lateral removal: Removal of all apical meristems (except for dominant meristem)
and 25 % of lateral shoots (5 individuals/species) (Fig. 8d).
5. 75% lateral removal: Removal of all apical meristems (except for dominant meristem)
and 75 % of lateral shoots (5 individuals/species) (Fig. 8e).
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Figure 8. Diagram of the treatments applied to the Quercus saplings with varying location and intensity of simulated herbivory. The treatments include (a) control, (b) 25% apical removal, (c) 75% apical removal,
(d) 25% lateral removal, and (e) 75% lateral removal. (Figure 2 from Perkovich and Ward 2021).
Aboveground regrowth, root biomass and total non-structural carbohydrate concentrations Saplings were harvested one year after planting and treatment application (May
2018). Aboveground tissues were separated from belowground tissues by cutting the trees at soil level. Aboveground tissues were dried at 65 ℃ for 48 h and weighed to calculate the total aboveground biomass. We estimated aboveground biomass regrowth to determine investment in aboveground regrowth relative to root biomass. Measuring aboveground biomass regrowth is especially difficult in plants as we cannot weigh the plants initially without uprooting and damaging root structure. As root structure was instrumental for this study, we therefore estimated aboveground biomass regrowth as the residuals from a regression of final height and biomass
(see Peig and Green 2009; Schulte-Hostedde et al. 2005) for each treatment to account for differences in growth responses between treatments. Oak roots were harvested one year after planting (May 2018), and treatment application. Dead root material was excluded from all analyses. Root samples were dried at 65℃ for 48 h. Root samples from individual trees were classified as either tap-root, coarse root, or fine root. For this study, we considered the taproot to
88 be the largest, central root from which subsidiary root branches developed. Coarse roots were classified as roots with a diameter > 2.0 mm, excluding the central tap-root. Fine roots were roots that were < 2.0 mm in diameter (McCormack et al. 2015; Pregitzer et al. 2002). The dry mass of each root classification was measured for each individual sapling. Total root biomass was calculated as the sum of all three root classes from a single individual.
After roots were dried and weighed, we took samples from coarse roots of each individual sapling and milled the dried material using a using a 2 mm mesh in a Wiley mill for analysis of non-structural carbohydrate (NSC) concentrations. NSC concentrations were measured using coarse root material because NSC are commonly stored in fourth-order roots
(McCormack et al. 2015). We used the NSC extraction protocol of Fournier (2001). In this protocol, sugars are first extracted using an ethanol wash. After several washes to remove sugars, the tissues are placed in 1% hydrochloric acid and set in a hot water bath at 100℃ for 1 h. After sugars and starches were extracted from the tissues, a phenol–sulfuric acid solvent was used to create a colorimetric reaction and measured using a microplate reader (Tomlinson et al. 2013).
All analyses were done in our laboratory to ensure the same conditions (Landhäusser et al. 2018;
Quentin et al. 2015).
Testing for root morphological responses to aboveground tissue damage (Hypothesis 1) We used a mixed model statistical analysis. To minimize Type I statistical error with multiple dependent variables, we tested for significant responses to aboveground damage using a multivariate analysis of covariance (MANCOVA) with two treatment factors; each treatment had three levels (treatment location with levels “control”, “apical”, and “lateral”, and intensity with levels “control”, “25%”, and “75%”) and initial height if sapling as the covariate. Because the
89 covariate did not have a significant effect, we proceeded with univariate ANOVA (and Scheffé post hoc tests) for significant response variables using IBM SPSS version 26 software (IBM
2019). Our model included treatment variables (location and intensity) as fixed factors. Species was designated as a random factor to estimate the variability that is attributable to this factor
(Gelman 2005; Hector 2015; Whitlock and Schluter 2014). For both MANCOVA and ANOVAs, data was transformed accordingly, to meet assumptions of these tests (i.e., Shapiro-Wilks’ test for normality and Levene’s test for homogeneity of variance).
Testing for phylogenetic patterns of root traits in response to aboveground damage
(Hypothesis 2) We tested for phylogenetic signal (sensu Münkemüller et al. 2012) of response variables (i.e., root structure measurements and NSC concentration) with Hipp et al.’s (2018) molecular phylogeny using R version 3.6.0 (R Development Core Team 2019). We performed a phylogenetic generalized least-squares regression (PGLS) (Grafen 1989; Symonds and Blomberg
2014). Our experimental design included replication within treatments. Consequently, we used the pgls.Ives (Ives et al. 2007) function in the phytools package to account for intraspecific variation (Revell 2012). There are several indices for calculating phylogenetic signal that have been reviewed for their strengths and weaknesses (Münkemüller et al. 2012). For the purposes of this study, we used Blomberg’s K (Blomberg et al. 2003) because of our relatively small sample sizes (reviewed by Münkemüller et al. 2012). Blomberg’s K uses a scale from 0–1, where 0 indicates no phylogenetic signal, and 1 indicates a very strong signal. However, because of the computations used in this index, it is possible to obtain a phylogenetic signal > 1 (Münkemüller et al. 2012).
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We also tested for differences in root characteristics among species in response to each treatment in a multivariate approach. To do so, we created matrices of the average of individual species’ responses for each treatment ((n = 60 (i.e., 5 individuals per species * 5 treatments * 12 species)). We then performed a phylogenetic principal component analysis (pPCA) in the phytools package (Revell 2009) in R version 3.6.0 (R Development Core Team, 2019). Finally, we tested for differences in species’ responses at the multivariate level by performing a redundancy analysis (RDA; Oksanen et al. 2019; ter Braak 1986) with treatments as explanatory variables. The RDA was run using independent contrasts to account for phylogeny (Felsenstein
1985). RDA is a canonical form of principal component analysis (PCA) (Legendre et al. 2011;
Oksanen et al. 2019). We tested the significance of the first canonical axis (Legendre et al.
2011). The RDA was performed in the vegan package (Oksanen et al. 2019) in R version 3.6.0
(R Development Core Team 2019).
Correlations between biomass and root NSC concentrations (Hypothesis 3) We tested for a relationship between root morphological traits and NSC re-allocation of each treatment in response to aboveground damage using Pearson’s correlations, adjusted for phylogeny. The phylogenetic adjustments were calculated using phylogenetically independent contrasts to account for the non-independence of data points due to relatedness (Felsenstein 1985).
Computations were run using the phytools package (Revell 2009) in R version 3.6.0 (R
Development Core Team 2019).
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RESULTS
Testing for root morphological responses to aboveground tissue damage (Hypothesis 1) The
MANCOVA results showed a significant response in root architecture (i.e., fine vs. coarse root) and NSC concentrations to the interaction of damage location and intensity (Wilks’ λ = 0.860,
F(2, 208) = 93.822, P < 0.001), as well as location of damage (Wilks’ λ = 0.0466, F(2, 208) = 28.755,
P < 0.001) and intensity of damage (Wilks’ λ = 0.789, F(2, 208) = 5.934, P < 0.001). Initial sapling size did not have a significant effect (Wilks’ λ = 0.825, F(2, 208) = 27.663, P = 0.391).
Consequently, we did not consider this factor in subsequent analyses. Individual species had different root-trait responses (species as random factor: Wilks’ λ = 0.016, F(11, 416) = 129.42, P <
0.001).
Differential investment in root classes and biomass We found that there was a significant interaction between the effects of location and intensity on the ratio of belowground biomass: aboveground regrowth (Table 5). There was a large increase in this ratio in the apical- and lateral meristem-damaged treatments compared to the control (Scheffé post hoc tests: P < 0.05, Fig. 9; also see Table 6).
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Table 5. ANOVA results of the effects of location and intensity of simulated herbivory on oak belowground traits. Significant values indicated with “*”. Other root = remaining roots except the taproot. Initial plant size was non-significant in MANOVA and is therefore not shown in ANOVA table.
Species (random Location Intensity Location * intensity effect) F(df = 2) P F(df = 2) P F(df = 2) P F(df = 11) P Belowground 5.97 0.015* 0.08 0.783 32.46 < 0.001* 0.19 0.664 biomass Taproot biomass 0.78 0.377 1.98 0.16 32.36 < 0.001* 1.01 0.316 Coarse root biomass 6.37 0.012* 0.16 0.687 7.06 < 0.001* 1.25 0.266 Fine root biomass 5.74 0.017* 0.59 0.442 10.50 < 0.001* 0.51 0.476 Fine: coarse root 3.00 0.085 0.06 0.804 1.76 0.063 4.23 0.041* biomass ratio Tap: other root 0.76 0.386 0.62 0.433 0.51 0.894 0.74 0.391 biomass ratio Below: aboveground 20.28 < 0.001* 16.73 < 0.001* 11.50 0.001* 22.07 < 0.001* biomass regrowth ratio Aboveground 150.22 < 0.001* 582.2 < 0.001* 618.13 < 0.001* 184.03 < 0.001* biomass Root sugar conc. 144.66 < 0.001* 15.42 < 0.001* 90.21 < 0.001* 6.36 0.012* Root starch conc. 78.21 < 0.001* 21.65 < 0.001* 79.07 < 0.001* 10.36 0.001* NSC: belowground 49.03 < 0.001* 3.03 0.084 26.9 < 0.001* 0.21 0.645 biomass ratio
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Table 6. Mean and median trait values of Quercus belowground traits to varying locations and intensities of simulated herbivory.*Other root = remaining roots except the taproot.
25% apical 75% apical 25% lateral 75% lateral Control removal removal removal removal
X̄ median X̄ median X̄ median X̄ median X̄ median Belowground 15.01 10.24 14.77 8.77 15.68 10.23 12.22 9.17 12.02 10.04 biomass Taproot 10.10 9.41 7.97 7.77 8.13 7.65 7.27 6.53 8.18 7.96 biomass Coarse root 0.61 0.61 0.66 0.48 0.73 0.70 1.05 0.97 0.88 0.97 biomass Fine root 1.75 1.49 1.75 1.72 1.77 1.48 1.37 1.25 1.55 1.44 biomass Fine: coarse root biomass 2.68 1.68 4.40 3.08 3.13 2.78 1.61 1.30 3.38 1.94 ratio Tap: other root biomass 6.11 4.25 4.06 3.71 4.36 4.50 10.45 3.55 4.39 4.22 ratio Above: belowground 0.23 0.17 0.70 0.68 0.35 0.50 0.31 0.24 0.34 0.30 biomass ratio Aboveground 62.58 60.63 47.11 44.25 26.89 19.44 46.41 42.86 40.74 44.71 biomass Root sugar 0.12 0.11 0.58 0.55 0.68 0.64 0.79 0.99 0.81 0.94 conc. Root starch 0.26 0.16 1.06 1.11 1.19 1.25 1.27 1.38 1.29 1.40 conc. NSC: root 0.05 0.03 0.17 0.18 0.19 0.18 0.22 0.24 0.23 0.23 biomass ratio
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F = 11.50, P < 0.001 No tissue removal
25% tissue removal
x 75% tissue removal
Figure 9. Pattern of increased investment by Quercus species in belowground biomass relative to aboveground regrowth in response to varying location and intensity of simulated herbivory. Aboveground biomass regrowth was estimated using residuals from a final height to final biomass regression (see
Methods for details).
The total belowground biomass significantly increased depending on the location and intensity of damage (Fig. 10, Table 5). Total belowground biomass was significantly lower for the lateral-meristem treatments than the 75% apical-meristem treatments (Scheffé post hoc test:
P = 0.013; Fig. 10). When damaged at the lateral meristem, oak saplings significantly increased investment in coarse-root production (Fig. 11a, Table 5) while significantly decreasing investment in fine-root production (Fig. 11b, Table 5).
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F = 32.46, P < 0.001
No tissue removal
25% tissue removal
x 75% tissue removal
Figure 10. Patterns of investment by Quercus species in belowground biomass in response to differing locations and intensities of simulated herbivory.
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a
F = 6.37, P = 0.012
b
F = 5.74, P = 0.017
Figure 11. Investment of oak saplings in coarse and fine root biomass in response to differing locations of simulated herbivory. Oak investment in (a) coarse root biomass and
(b) investment in fine root biomass.
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Re-allocation of non-structural carbohydrates to root storage There was a significant increase in root sugar- and starch concentrations in response to the interaction of location and intensity of aboveground damage (Fig. 12a, b, Table 5). Intensity of tissue removal caused significantly greater sugar concentrations in root storage in treatments with 75% apical removal than 25% apical removal (Scheffé post hoc test: P = 0.039, Fig. 12a) but had no significant effect on starch concentrations in root storage within apical or lateral removal treatments (Scheffé post hoc test: P > 0.05, Fig. 12b). Location of damage to the lateral meristem caused a greater re- allocation of sugars and of starch to root storage than damage to the apical meristem (Fig. 12a, b,
Table 5).
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a
F = 90.21, P < 0.001
No tissue removal
25% tissue removal
x 75% tissue removal
b
F = 79.07, P < 0.001
No tissue removal
25% tissue removal
x 75% tissue removal
Figure 12. Investment in non-structural carbohydrate re-allocation to roots by oaks in response to differing locations and intensities of simulated herbivory. (a) Root sugar and (b) root starch concentrations significantly increased in response to simulated herbivory. “G.E.” = glucose equivalents.
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Ratio of non-structural carbohydrates (NSC): total belowground biomass There was a significant interaction effect of location and intensity of damage on the ratio of NSC: total belowground biomass (Fig. 13, Table 5). Lateral damage caused a significantly greater increase in the ratio of NSC: total belowground biomass than apical damage (Scheffé post hoc test: P <
0.001). The intensity of damage (25% vs 75% tissue removal) did not have a significant effect within a specific location of damage (i.e., there were no significant differences between saplings with 25% apical damage compared to 75% apical damage, Scheffé post hoc test: P > 0.05).
F = 26.9, P < 0.001
No tissue removal
25% tissue removal
x 75% tissue removal
Figure 13. Ratio of the investment by Quercus species in non-structural carbohydrate re-allocation to roots and total belowground biomass in response to varying locations and intensities of simulated herbivory. “G.E.” = glucose equivalents.
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Testing for phylogenetic patterns of root traits to aboveground damage (Hypothesis 2)
There was no significant effect of phylogeny on differential investment in root classes, except when 75% of apical tissue was removed. When 75% of apical meristem tissue was removed, we detected phylogenetic signal for fine-root biomass (Blomberg’s K = 0.949, P = 0.026), and the ratio of taproot biomass: remaining root biomasses (i.e., coarse and fine) combined (Blomberg’s
K = 0.894, P = 0.048). We found a significant phylogenetic signal for root-sugar concentration when saplings were damaged at the apical meristem, regardless of the amount of tissue removed
(25% tissue removal: Blomberg’s K = 1.067, P = 0.019; 75% tissue removal: Blomberg’s K =
0.8592, P = 0.042).
A phylogenetic principal components analysis showed that the control and treatments with apical tissue removal, aboveground biomass regrowth and root biomass were the main response variables explaining variation in responses (Table 7, Fig. 14a–c). Trait responses varied within treatments, dependent on the oak species (canonical traits tested by RDA among species;
P < 0.001, adjusted R2 = 0.11). We also found that Q. michauxii and Q. muehlenbergii were at opposite ends of pPCA2, when apical meristems were removed (Fig. 14b, c). There were inconsistent patterns when lateral meristems were removed (Fig. 14d, e). There were also differences in the weightings of individual response variables for each species within a given treatment (Fig. 15).
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Table 7. Eigenvalues and % variance explained by phylogenetic principal components analyses of Quercus responses to varying locations and intensities of simulated herbivory. Each row represents a different treatment. (pPCA plots shown in Figure 15).
Treatment pPCA1 pPCA2
Eigenvalue % variance Eigenvalue % variance Control 7.54 76.4 2.11 19.9
25% apical 7.32 78.2 1.99 20.3 removal 75% apical 6.08 80.8 1.17 17.5 removal 25% lateral 6.51 64.0 2.80 29.2 removal 75% lateral 8.26 83.8 1.16 11.6 removal
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a b c
d e Figure 14 variable legend: A- Aboveground biomass B- Belowground biomass C- Taproot biomass D- Ratio of tap root mass: other root biomass E- Fine root mass: coarse root biomass
Figure 14. Phylogenetic principal component analysis plots of Quercus responses to varying locations and intensities of simulated herbivory. a) control; b) removal of 25% of apical tissues and meristem; c) removal of 75% of apical tissues and meristem; d) removal of 25% of lateral tissues and meristem; and e) removal of 75% of lateral tissues and meristem. For all plots, axis values represent the first two pPCA axes (% explained variation and eigenvalues are recorded in Table 7). Response variables that varied from the centroid value are labeled (A, B, C, D,
E); all other response variables (not shown) clustered around the centroid origin. Individual species are shown as acronyms on each plot: “al”
= Q. alba, “co” = Q. coccinea, “ma” = Q. macrocarpa, “mi” = Q. michauxii, “mu” = Q. muehlenbergii, “ni” = Q. nigra, “pa”= Q. palustris,
“ru” = Q. rubra, “si” = Q. sinuata, “st” = Q. stellata, “vi” = Q. virginiana.
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root root mass
-
rootmass
-
NSC: root NSC: mass
Root starch Root conc.
Root sugar Root conc.
Fine
Belowground mass Coarse
% contribution to pPCA1 for controls
Figure 15. Phylogenetic relationships and relative significance of response traits for Quercus species derivedF from phylogenetic principal components weightings of individual variables (only treatment
values are shown). Symbol size indicates variance explained by phylogenetic principal component analysis (see % contribution scale for details). “NSC” = non-structural carbohydrates.
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Correlations between biomass and root NSC concentrations (Hypothesis 3) Using independent contrasts, we did not find the hypothesized correlations between aboveground or root biomass traits and NSC concentrations (r values between -0.31 and 0.29 for all correlations;
P > 0.05). When phylogeny was ignored, we found a significant trade-off between aboveground biomass regrowth and root-starch concentrations in most of the damaged treatments (Table 8).
Table 8. Pearson’s correlations (and significance) between aboveground biomass regrowth and root starch concentrations in oak responses to varying locations and intensities of simulated herbivory. Each row represents a different treatment. Significant values indicated with “*”.
Treatment
r P 25% apical -0.57 < 0.001* removal 75% apical -0.71 < 0.001* removal 25% lateral -0.28 < 0.001* removal 75% lateral -0.61 < 0.001* removal
DISCUSSION
Testing for root responses to aboveground tissue damage (Hypothesis 1) Our results support
Hypothesis 1 and show that belowground traits are affected by aboveground herbivore pressures.
Many studies have shown that plants respond to aboveground herbivory using compensatory regrowth strategies (McNaughton 1983; McNickle and Evans 2018). As we hypothesized, damage increased investment in total root biomass. In contrast to previous studies showing a
105 decrease in root biomass allocation (e.g., Eyles et al. 2009; Geiger and Thomas 2002; Pinkard and Beadle 1998), we suggest that belowground biomass also increases in response to aboveground herbivore pressures, with a higher investment than aboveground biomass. Former studies have often analyzed root biomass allocation in response to damage under varying nutrient supplies or synchronously with other stressors (e.g., Eyles et al. 2009; Geiger and Thomas 2002).
For example, Eyles et al. (2009) found that Eucalyptus globulus decreased root biomass allocation in response to defoliation. This study was performed under varying water and nutrient availability. Under varying resource availabilities, plants may alter resource acquisition strategies as well as allocation strategies (Metcalf 2016; van Noordwijk and de Jong 1986). Studies manipulating nutrient availability do not allow us to determine differences between acquisition and allocation strategies. In our design, plants received the same resources and therefore we can determine that our results are directly related to allocation strategies.
Investment in fine roots versus coarse roots Aboveground herbivory reduces photosynthetic capacity (Holland et al. 2017; Mooney and Gulmon 1982). Some plants may compensate for lower photosynthetic capacities by consequently increasing or decreasing their foliar nutrient concentrations (Millard et al. 2001). Assuming there are no significant changes to foliar nutrient concentrations due to herbivory (see Perkovich and Ward 2021), there should be greater investment in fine-root production to increase nutrient uptake (Johnson et al. 2008; McCormack et al. 2015). We expected a greater investment in fine-root biomass than coarse-root biomass because fine roots have a greater nutrient absorption capacity than coarse roots (Johnson et al.
2008, McCormack et al. 2017 ; Wells and Eissenstat 2003). Our hypothesis was not supported: saplings displayed an increase in coarse-root investment and a decrease in fine-root investment
106 when damage occurred at the lateral meristem. Aboveground herbivory often causes increases in nutrient storage in roots (Dong et al. 2018), therefore we expected an increase in fine-root biomass to help increase with nutrient uptake. Other studies have found that aboveground herbivory reduces fine-root biomass (e.g., Luostarinen and Kauppi 2005; Saikkonen et al. 1999).
For example, herbivory by moose on deciduous tree species resulted in a decrease in fine-root biomass accompanied by a decrease in the longevity of fine roots (Kielland et al. 1997; Ruess et al. 1998). Thus, a possible explanation for our results is that the overall fine-root biomass production per unit time did not necessarily decrease, but rather there was an increase in turnover rate for fine roots as a result of herbivory. Unfortunately, we did not measure root longevity over time. Another possible explanation for decreased fine-root production may be that the effects of herbivore damage depend on nutrient availability (Burton et al. 2000; McCormack and Guo
2014) and the composition of rhizobacteria species in the soil (Pangesti et al. 2014; van der
Putten et al. 2001). However, our experimental design controlled for differences in soils because all plants were planted in the same potting soil so that explanation is unlikely.
Re-allocation of non-structural carbohydrates belowground Masters and Brown (1997) posited that aboveground herbivores should negatively affect root herbivores by reducing carbohydrate availability belowground (e.g., Ramirez et al. 2018; van der Putten et al. 2001; Wei et al. 2016). Studies on the re-allocation of non-structural carbohydrates (NSC) to root storage differ, depending on the species in question (e.g., Frost and Hunter 2008; Palacio et al. 2020;
Wiley et al. 2017). For example, some species of oak have been shown to reduce belowground
NSC when damaged by herbivores (Frost and Hunter 2008; Palacio et al. 2020), but others have been shown to prioritize NSC storage over growth (Wiley et al. 2017). We found that
107 significantly greater concentrations of NSC (both sugars and starch) were re-allocated to root storage when plants were damaged aboveground. Contra Masters and Brown’s (1997) model, it is common for species of deciduous trees to move carbon to belowground reserves, making
(albeit non-strategically) NSC readily available for belowground herbivores (Bezemer and van
Dam 2005; Wiley et al. 2017).
Carbon re-allocation to root storage versus root biomass Canham et al. (1999) and Zavala and Ravetta (2001) have pointed out that it is important to differentiate between carbon allocation to carbohydrate storage and carbon allocation to root biomass. However, there is a great deal of uncertainty when interpreting the importance of carbon in root storage and root biomass (Adame et al. 2017). Kobe (1997) suggested that increases in carbohydrate reserves contribute to the maintenance of metabolic functions when plants are stressed (e.g., due to herbivore damage). Contrastingly, root structural biomass is thought to play a significant role during droughts and thermal stress (Gotschalk 1985, Nippert et al. 2012; Sipe and Bazzaz 1994).
We would expect that because we are simulating herbivore damage under optimal greenhouse conditions, NSCs should be prioritized to root storage and biomass is therefore likely to increase.
NSCs were re-allocated to belowground storage. However, we found that despite an increase in
NSC re-allocation to belowground storage, biomass decreased in lateral removal treatments and remained unchanged in apical treatments.
Our findings suggest that plants may also differentiate carbon re-allocation responses dependent on the location of herbivore damage. Lateral damage caused a greater re-allocation of sugars and starch to root storage than apical damage. Re-allocation of sugars and starch to root storage is thought to be an adaptation to promote post-defoliation survival (Canham et al. 1999;
108
Orians et al. 2011). However, species with higher storage rates often have a trade-off resulting in slower growth rates (Myers and Kitajima 2007; Paula and Pausas 2011). Oaks are primarily forest-dwelling species which means they compete with other forest-dwelling trees to reach sunlight (Eloy et al. 2017; Grime and Jeffrey 1965). If increases in storage concentrations are inversely related to growth rate, when apical tissues are removed, it may be an advantage to regrow damaged tissue rather to slow growth. Otherwise slowed growth could lead to mortality if the individual is unable to adequately compete with nearby trees (Gause 1932; Magal and
Zhang 2017).
Testing for phylogenetic patterns of root traits to aboveground damage (Hypothesis 2) We pause here to note two important statistical limitations that should be considered when interpreting the lack of a phylogenetic signal. First, due to the practicality of experimental manipulations on several species with replication, we only included 12 species. In phylogenetic comparative studies with relatively small numbers of species, phylogenetic signal may sometimes be undetectable (Münkemüller et al. 2012). Seeing as phylogenetic signal was detected for some traits, too few species is not likely to have caused a lack of phylogenetic signal. Second, detection of phylogenetic signal and phylogenetic patterns is often dependent on the scale of the analysis (Agrawal 2020). Expression of traits is often associated with specific processes that generate those patterns. These processes are often scale-dependent (Agrawal 2020;
Züst and Agrawal 2017). For example, the trade-off between flower size and the number of flowers is a life-history trait that is observed within and between species but is not always present at the population level because of resource availability and local adaptations (Sargent et al. 2007).
109
While phylogenetic structuring has been shown to explain functional traits of fine roots
(Iversen et al. 2017; Valverde-Barrantes et al. 2015; 2017), we did not find phylogenetic effects on allocation patterns to coarse or fine roots. There are two possible reasons for phylogenetic similarities or differences: phylogenetic niche conservatism (Losos 2008) and phylogenetic overdispersion (Cavender-Bares et al. 2004). Losos (2008) discussed the possibility that closely related species may be more ecologically similar than expected by chance. This might occur where closely related species have similar ecological roles but occur allopatrically.
Contrastingly, Cavender-Bares et al. (2004) found a pattern of phylogenetic overdispersion (i.e., closely related species are more ecologically different and show less niche overlap than expected) of traits for multiple co-occurring species in Florida that are important for habitat differentiation within the genus Quercus. In our study, under stressed conditions (such as 75% apical meristem removal) the closely related species responded similarly, suggesting that there may be some form of phylogenetic niche conservatism when stressed (closely related species are more ecologically similar than expected by chance) (Losos 2008). A lack of phylogenetic signal does not dictate that phylogenetic comparative methods are unnecessary (Losos 2008). Instead, analyzing ecological variation in a phylogenetic context should be viewed as necessary to determine the role phylogeny has, even if phylogenetic constraints are minimal (Garland et al.
2005; Losos 1999). We found that responses to location and intensity of herbivore damage is likely to be adaptive due to the lack of phylogenetic signal.
Phylogeny may play an important role in explaining functional traits, but it is also possible that allocation patterns to root biomass are subject to local adaptation (Manschadi et al.
2006). The Quercus species may have similar responses to severe damage that are not under phylogenetic constraints, but instead are convergent adaptive responses to similar selective
110 pressures (Cavender-Bares et al. 2018). Adaptive phenotypic plasticity (sensu Murren et al.
2015) within the genus may allow for similar responses to a given selective pressure, even though the initial responses (seen in the controls, Fig. 15a) are much more diverse. For example,
Q. muehlenbergii and Q. michauxii, which are closely related (Fig. 7), can further explain this point: In the control treatment (Fig 15a), the variation in responses of Q. michauxii is mostly explained by aboveground biomass, whereas the variation in responses of Q. muehlenbergii is mostly explained by belowground biomass. When these species incur 75% removal of the lateral meristem, we see that both species have a similar response (Fig. 15e). We also found a clustering of the closely related Q. laurifolia, Q. palustris, and Q. rubra yet did not find a phylogenetic signal for any responses in the treatments with 75% of lateral tissues removed. Despite phylogenetic constraints on functional traits recorded by other authors in the Quercus genus
(Cavender-Bares et al. 2004, 2018; Hipp et al. 2018), we were unable to find possible phylogenetic patterns, with the exception of possible phylogenetic trait conservatism (sensu
Cavender-Bares et al. 2006; Losos 2008).
Correlations between biomass and root NSC concentrations (Hypothesis 3) We found that there was no phylogenetic trade-off between aboveground biomass regrowth and NSC re- allocation belowground. Hence, we considered effects without accounting for variability due to phylogenetic relatedness. Recent studies have found that herbivore-induced storage of NSC in roots may decrease NSC available for growth aboveground (Dong et al. 2017; 2018). We note that these studies were performed on aquatic herbaceous species so there are limits on the relatability to oaks. However, there is limited knowledge of how NSC storage aboveground is impacted by the re-allocation of NSC to belowground storage. Perkovich and Ward (2021) found
111 that despite increases in NSC concentrations belowground, NSC concentrations aboveground did not decrease. This suggests that oaks are perhaps capable of compensating for NSC re-allocation belowground by increasing photosynthetic capacity (Frost and Hunter 2008; Woolery and Jacobs
2011). Woolery and Jacobs (2011) also found that Quercus rubra (red oak) increased photosynthetic capacity by up to 22% when damaged. Furthermore, we did not find a positive correlation between NSCs re-allocated to root storage and root biomass. Interestingly, when phylogeny was ignored, there was a trade-off (negative correlation) between aboveground biomass regrowth and root-starch concentrations in all damage treatments (r range = -0.57 to
-0.78, all P values < 0.001). This suggests that starch concentrations are increasing belowground with a fitness cost to aboveground regrowth. The re-allocation of NSC above- and belowground is a common occurrence across many plant genera (Smith et al. 2018). Many studies suggest that concentrations of stored NSC in roots fluctuate to keep balance between supply via photosynthesis and demand for primary metabolic functions such as growth and respiration
(Tixier et al. 2020). Starch storage is thought to act as a reservoir for future use during periods of slow growth due to environmental stress (Martínez-Vilalta et al. 2016). This storage is also common at the end of the growing season when carbon assimilation becomes more limited due to decreased photosynthetic capacity (Tixier et al. 2020). Removing plant tissues greatly reduces photosynthetic capacity and may cause prioritization of NSC over growth (Wiley et al. 2017).
CONCLUSIONS
A growing body of evidence suggests that aboveground and belowground processes are intrinsically linked (e.g., Bardgett et al. 2014; van der Putten et al. 2009). Conventional feedback models such as the Masters and Brown model (1997) suggest that there are negative feedbacks
112 between above- and belowground herbivores. However, biomass allocation patterns vary depending on the plant functional type of woody species (Puglielli et al. 2021). In the case with oak species, aboveground herbivory increases NSC re-allocation to root storage and may therefore provide a positive feedback for belowground herbivores. Broad phylogenetic differences exist in carbon re-allocation strategies, but these patterns may become less distinct at lower levels of taxonomic classes. Phylogenetic constraints are less prevalent at the species level
(Agrawal 2020; Agrawal and Hastings 2019). More manipulative experiments are needed at varying levels of organization (i.e., population, genus, species) to obtain a broader understanding of how phylogenetic constraints influence trait responses to herbivore pressures (Agrawal 2020;
Tiffin 2000). Thereafter, we can initiate analyses of the relative importance of phylogeny and adaption on community structure and processes.
113
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CHAPTER IV
DIFFERENTIATED DEFENSE SYNDROMES IN RESPONSE TO VARYING HERBIVORE
PRESSURES: OAK TREES INCREASE DEFENSES IN RESPONSE TO INSECTS AND
DECREASE NUTRITIVE QUALITY IN RESPONSE TO DEER
ABSTRACT
Plant defensive syndromes against herbivory include nutritional and antinutritional qualities.
Plants may alter defense expression dependent on the specific herbivore present. Many studies focus on the optimization of these defenses against a single herbivore but in an ecological context, there may be a myriad of different herbivores at any given time. We designed a study to examine defenses employed against insects and large mammals by swamp white oak (Quercus bicolor). We established six deer exclosures with trees located inside and outside of each exclosure. Outside the exclosures, physical constraints only allow a deer to feed up to a browseline on trees, whereas insects can access all portions of the tree. Trees inside exclosures were only accessible to insect herbivores. Furthermore, insecticides were applied to half of the exclosures to create insect-free (i.e., insecticide applied), deer-free environments (i.e., inside exclosures), deer-only (i.e., outside exclosures with insecticide) and herbivore-free environments
(i.e., inside exclosures with insecticide). This design allowed us to analyze simultaneous defensive responses of individual trees to mammal and insect herbivores. Plant defense strategies varied spatially on individual trees. When only insects were present (i.e., above the browseline),
130 nutritional constituents did not change but antinutritional constituents increased. Contrastingly, when deer were present, both nutritional and antinutritional constituents decreased. Our findings suggest that trees may partition defense syndromes depending on the most prominent herbivore pressure. Understanding plant defense syndromes under multiple herbivore pressures provides a more accurate representation of optimization and evolutionary drivers of plant defense syndromes.
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INTRODUCTION
Trees maintain an arsenal of defenses against herbivores (Agrawal 2020; Erb 2018; Maron et al.
2019). This arsenal includes, but is not limited to, chemical defense production (Mithöfer and
Boland 2012; Sánchez-Sánchez and Morquecho-Contreras 2017), changing the nutritive quality of foliage (Castagneyrol et al. 2018; Haukioja et al. 1991; Lundberg and Åström 1989) and re- allocation of nutrients (Pérez-de-Lis et al. 2016; Wiley et al. 2017). Defense production is often energetically costly (Coley 1987a, b; Coley et al. 1985; Endara and Coley 2011); therefore, trees may employ a combination of defenses to optimize fitness and balance metabolic costs dependent on specific herbivore pressures (Agrawal and Fishbein 2006; Benevenuto et al. 2020;
Fornoni et al. 2004). Although it is more convenient to only analyze a single trait, plants often utilize many defensive traits in unison in what has been termed a “plant defense syndrome”
(Duffey and Stout 1996).
There may be differentiation of defense syndromes used by trees that is dependent on the individual herbivore (i.e., mammalian vs. insect herbivores). Large mammalian herbivores, such as white-tailed deer (Odocoileus virginianus), typically consume vegetation on the lower parts of a tree up to a maximum height known as the “browseline” (typically about 1.5 – 2 m; Hoffman and Stewart 1972; Nopp-Mayr et al. 2020). Deer represent a random herbivore threat that, due to their size, may cause a relatively large reduction of photosynthetic tissues. When a deer forages, trees may employ induced defenses, which are upregulated quickly, to deter immediate herbivore threats (Baldwin 1998; Baldwin and Karban 1997; Benevenuto et al. 2018). Investment in induced-defense production is considered expensive and must therefore be used in direct response to an herbivore threat (Kessler and Chautá 2020; Orrock et al. 2018). Contrastingly, insects can potentially exploit every plant tissue and, due to their diversity and abundance, are
132 most always present. Trees may invest in constitutive chemical defenses (defenses that are always present) due to the risk of damage by insect herbivores to any given tissue at any given time (Lill and Marquis 2003). Such constitutive defenses are not considered expensive to produce (Erb 2018; Stamp 2003). An optimal defense strategy predicts that trees may allocate resources to both constitutive and induced chemical production in a way that optimizes fitness
(Adler and Karban 1994; Agrawal and Hastings 2019; Agrawal and Karban 1999). Supporting evidence for an optimal defense strategy focuses on plant defenses against a single type of herbivore (e.g., Agrawal and Fishbein 2006; da Silva and Batalha 2011). However, trees are susceptible to simultaneous attacks from multiple herbivores at any given time (Iwao and
Rausher 1997; Kim 2017) and may differentiate defense syndromes accordingly.
Chemical defense production is only one example of defensive strategies. Another possible defense syndrome that may minimize herbivory is a reduction in the nutritive quality of foliar tissues (Castagneyrol et al. 2018; Haukioja et al. 1991;Lundberg and Åström 1989). The notion of reducing nutritive quality as a defense against mammalian herbivores is well supported
(Lundberg and Åström 1989; Wigley et al. 2018). We note that reducing the nutrients lost per unit of biomass consumed does not necessarily reduce the amount of biomass lost. For example, reducing nutrient quality may be an effective defense against mammalian herbivores that are limited by gut fill (Demment and van Soest 1985; Müller et al. 2013) but insects may increase consumption rates to compensate for nutritional deficiencies (Perkovich and Ward 2020).
In some plant species, herbivory induces re-allocation of NSC to storage in roots (Orians et al. 2011; Perkovich and Ward 2021; Wiley et al. 2017). Re-allocating non-structural carbohydrates to storage is thought to be an adaptive trait that acts as a buffer to fluctuating environmental factors such as herbivory (Kobe et al. 2010; Paula and Pausas 2011).
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Competition between herbivores Several studies have shown the critical damage of foraging deer to trees (e.g., Begley-Miller and Cady 2015; Suzuki et al. 2012). Deer foraging often simplifies or entirely removes vegetative structures so that insects that feed on foliar tissues may be negatively affected by deer herbivory (Rooney and Waller 2003; Stewart 2001). Furthermore, competition among herbivores may result in resource partitioning among them (Davis et al.
2018; Xi et al. 2017), further increasing the need for trees to differentiate between defensive syndromes above- and below the browseline (Rooney and Waller 2003). Nonetheless, there is little evidence that we are aware of that demonstrates alterations in defense syndromes within an individual tree under herbivore pressures by different types of organisms (but see Dicke et al.
2009; Ward and Young 2002).
We designed an experiment to examine the effects of simultaneous insect and mammal herbivory on an individual plant. We used swamp white oak (Quercus bicolor) as our model plant because oak defense syndromes by insects and deer are well understood (Karban and
Myers 1989; Moreira et al. 2020; Pearse and Hipp 2012). We set up exclosures to exclude mammalian herbivores. We grew trees on both the inside and the outside of these exclosures.
Insecticide was applied to half the trees to exclude insect herbivores. We hypothesized that:
1. There should be greater defenses and reduced nutritional quality below the browseline.
2. Inside the exclosures, biomass of trees should be larger than outside the exclosures and
there should be a reduction in defenses below the browseline inside the exclosures.
3. Root non-structural carbohydrate concentrations (NSC) should be greater in trees located
outside the deer exclosure where insects and deer have access than in trees located inside
the exclosures.
4. Insecticide-treated trees should have a reduction in defenses.
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METHODS
Field site We built six deer exclosures in May 2017 at Liberty Park in Summit County, Ohio,
United States. Each exclosure is 5 m x 5 m in area. We used a deer-exclusion fence
(ALLFENZ®) with a 2 cm mesh. The mesh style is sufficient to keep large herbivores out, while not too dense to cause shading. The fences’ perimeters were checked monthly to ensure no damage occurred. The height of the fences is 2 m, which is high enough to keep out deer and other common large herbivores in the area (Palmer et al. 1985; VerCauteren et al. 2006). Each exclosure had four swamp white oak (Quercus bicolor) saplings (oaks were approximately 2 m tall) planted in each of the four corners of the exclosure and four on the outside of each exclosure, one along each side of the fence (see Fig. 16 for details). Insecticides were applied to three of the six exclosures, on trees both inside and outside of the exclosure. We used two types of insecticide with different modes of action: one provided a systemic form of control
(Spectracide® Triazide®) and the other controls pests on contact (Sevin®). Both insecticides were applied according to their manufacturer’s recommendations at appropriate time intervals
(Spectracide® Triazide® bi-monthly; Sevin® every three months).
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Figure 16. Plot of deer exclosure experimental design. The deer exclosures measured 5 m x 5 m and were
2 m tall. Each exclosure had eight swamp white oaks (Quercus bicolor); four located outside the exclosure with one along each side of the fence and four located inside the exclosure with one in each corner. These exclosures were set up in Liberty Park, Summit County Metroparks, OH, USA.
Insect damage and phytochemical analyses Plant tissue samples were collected in September of each year, starting in 2017. From each tree, we sampled five leaves above the browseline, five leaves below the browseline, and a portion of root material (samples were about 10 cm in length and of coarse-root material that was 2.5–3 mm in diameter for standardization). From the leaves sampled, we first measured the amount of insect damage on each leaf. We used a CI-202 portable laser leaf area meter (CID BioScience) to scan the area of the leaf. This leaf area meter measured leaf area that excluded the holes and punctures removed by insect feeding. We then placed tape over the damaged areas and re-scanned the leaf to calculate the total area of the leaf as if no tissue had been removed. We calculated % damage as the damaged leaf area subtracted
136 from the total leaf area multiplied by 100. We then dried the leaves for 48 h at 65 °C. The dried leaf material was ground using a 2 mm mesh in a Wiley mill.
We measured non-structural carbohydrates with a modified method that uses an acid to dissolve the sugars and starches (Fournier 2001; Tomlinson et al. 2013). To ensure consistency of NSC measurements, these analyses were all done in a single laboratory (Landhäusser et al.
2018). Leaf nitrogen content was measured on a Rapid N® Exceed nitrogen analyzer. Polyphenol and tannin analyses were performed according to standard protocols by Hagerman (2011). We extracted polyphenols and tannins with a 70% acetone solvent (Graca and Barlocher 2005;
Hagerman 2011). Total polyphenol concentrations were analyzed using a modification to the
Prussian Blue assay (Hagerman 2011; Price and Butler 1977), using gallic acid as a standard.
Total tannin concentrations were analyzed using a Radial Diffusion Assay, standardized against tannic acid (Hagerman 1987; 2011). Finally, condensed tannin concentrations were analyzed using the Acid Butanol Assay for proanthocyanidins, standardized against quebracho tannin
(Gessner and Steiner 2005; Hagerman 2011). Note that there is no standard unit for measuring polyphenols and tannins, so equivalents are used (Hagerman 2011). Root samples were dried and also run through the analyses described above.
Biomass and relative growth rate measurements At the end of the experiment in September
2020 (i.e., after four years), tree sapling height was measured, and each sapling was harvested in its entirety. We calculated sapling (non-reproductive) relative growth rate (RGR) using the formula below:
ln(푊 ) − ln(푊 ) 푅퐺푅 = 2 1 푡2 − 푡1
137 where W1 and W2 are a measurement of the plant’s height or auxiliary growth at times t1and t2.
RGR calculations minimize bias caused by variance in initial measurements of plant size
(Hoffmann and Poorter 2002; Rees et al. 2010).
We separated below-ground biomass (i.e., roots) from above-ground biomass. We further separated above-ground biomass into two categories: 1) biomass below the browseline (i.e., biomass below 2 m) from 2) biomass above the browseline (i.e., biomass above 2 m). The constituents of the three biomass categories (below-ground, below browseline, and above browseline) were dried and weighed.
Diversity of insect herbivores (foliar and below-ground) For foliar insect-herbivores, which may have substantial mobility, we determined the dominant functional group on each tree, both above and below the browseline immediately before harvesting. We did not identify the individual insect, but instead classified functional group dominance based on leaf scars left behind. For example, if a leaf had heavy tissue damage from chewing insects and slight tissue damage from sucking insects, we classified the dominant functional group as chewing.
Functional group assignments often vary among researchers (Hawkins and MacMahon 1989;
Novotny et al. 2010). For foliar insect-herbivores, we categorized the functional group based on behavioral traits that affect the plant directly (see Kristensen et al. 2020; Peeters 2002) using the following classifications:
1. Chewing – feeding occurred with no avoidance of leaf veins (a, Fig. 17).
2. Gall-making – insect causes a gall to form on leaf (b, Fig. 17).
3. Mining – feeding occurs within the upper and lower cuticle of a leaf (c, Fig. 17).
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4. Netting – feeding avoided primary and secondary leaf veins (d, Fig. 17).
5. Skeletonizing – feeding occurs around main veins of leaf (e, Fig. 17).
6. Sucking – insect pierces leaf cuticle with stylet to suck up liquid (f, Fig. 17).
7. None – no feeding occurred on the leaf (not illustrated).
d c e
b f
a
Figure 17. Scar characteristics and definitions of the insect functional group the scars represent. a)
Chewing – feeding occurred with no avoidance of leaf veins; b) Gall-making – insect causes a gall to form on leaf; c) Mining – feeding occurs within the upper and lower cuticle of a leaf; d) Netting – feeding avoided primary and secondary leaf veins; e) Skeletonizing – feeding occurs around main veins of leaf; f)
Sucking – insect pierces leaf cuticle with stylet to suck up liquid. Insect functional group classifications are similar to classifications from Kristensen et al. (2020).
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For root insect-herbivores, we removed all soil from a 1 m diameter around the roots for each tree at the conclusion of the experiment. The soil was brought back to the lab and sifted using a sieve with 2 mm mesh. Insects were collected and identified to genus.
Statistical analyses Our independent variables were position relative to browseline (foliage above or below), tree position (located inside or outside of the deer exclosure), insecticide
(applied or not applied (control)), and year. We simultaneously analyzed multiple dependent variables (i.e., foliar phytochemistry, root phytochemistry, the ratios of the beneficial constituents (nitrogen): anti-nutritional components (polyphenol, tannin, condensed tannin), % leaf damage by insects, biomass, and relative growth rates) using a multivariate analysis of variance (MANOVA) to minimize Type I statistical error. We controlled for variation by treating exclosures as separate blocks (i.e., we treated plots as a random factor) to assure that the plot that the tree was in did not play a role in the outcome. For variables that were statistically significant, we then ran a univariate analysis of variance (ANOVA) followed by Scheffé post hoc tests in the above-mentioned MANOVA. Statistical analyses were run in SPSS version 26 (IBM 2019).
We analyzed variation in the diversity of insect functional group on foliar tissues in terms of the following parameters: position relative to browseline (above vs. below), tree position
(inside vs. outside the exclosure), and insecticide (applied vs. not applied (control)). β diversity is generally used for finding differences in the diversity of species across gradients (Legendre
2019; Legendre and De Carceres 2013; Legendre and De Condit 2019). Here we used
Whittaker’s β diversity to find differences in functional groups between treatments and treatment levels. We also used Whittaker’s β diversity to test for differences in root herbivores between treatments and treatment levels. For below-ground diversity, we used an analysis with the same
140 parameters, excluding position relative to browseline as this parameter is not applicable to below-ground herbivores. For both foliar and below-ground diversity analyses, the data were normalized using the decostand function in the vegan package (Oksanen et al. 2020) in R statistical software (R Development Core Team 2019). We used grouping variables (listed above) with replicated data to compare diversity indices using bootstrap resampling. To examine the effects of foliar herbivory, we selected a dominant functional group based on its frequency on each tree for those above the browseline and those below the browseline. We selected five leaves above and five leaves below the browseline from each of the 48 trees to determine functional abundance. To examine the effects of belowground herbivory, we identified insects present on each root ball from trees inside and outside the exclosure (n = 48 trees). We used 999 iterations for both analyses. We used the simboot (Scherer and Pallmann 2017) and vegan (Oksanen et al.
2020) packages in R. For parameters with significant differences between groups, we used the vegan package in R (Oksanen et al. 2020) to run a Multi-Response Permutation Procedure
(MRPP). This test is similar to analysis of variance because it compares dissimilarity between and within groups (Gardener 2014) but uses a resampling technique (default = 999 iterations) to calculate p values. For the diversity analyses of both foliar and below-ground insect-herbivores, we used a Euclidean metric to create the dissimilarity matrix and performed the MRPP using
Whittaker’s β diversity (Oksanen et al. 2020).
RESULTS
Significant multivariate effects were found for the majority of independent variables and their interactions (Table 9). Subsequently, we used univariate ANOVA to analyze the significance of the significant dependent variables.
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Table 9. Multivariate analysis of variance (MANOVA) results of growth and phytochemical responses by Quercus bicolor to differentiated herbivore types. * Significant values are shown in bold. Variables include browseline (position of foliage above or below the browseline), position
(tree position inside vs. outside the exclosure), insecticide (applied vs. not applied), and year.
Treatments Wilk’s λ F P
Browseline 0.490 39.50 < 0.001
Position 0.440 48.39 < 0.001
Insecticide 0.577 27.85 < 0.001
Year 0.655 5.78 < 0.001
Browseline X Position 0.535 33.06 < 0.001
Browseline X Insecticide 0.977 0.89 0.519
Browseline X Year 0.819 2.63 < 0.001
Position X Insecticide 0.558 30.15 < 0.001
Position X Year 0.726 4.28 < 0.001
Insecticide X Year 0.743 3.97 < 0.001
Browseline X Position X Insecticide 1.000 282.00 0.516
Browseline X Position X Year 1.000 773.36 < 0.001
Browseline X Insecticide X Year 1.000 282.00 0.076
Position X Insecticide X Year 1.000 282.00 0.322
Browseline X Position X Insecticide X Year 1.000 282.00 0.487
Block effect 0.215 1.84 0.011
Tree biomass and growth Below-ground biomass was significantly lower in trees located outside of the deer exclosure (F = 6.98, P = 0.012). Tree relative growth rate (RGR) was not
142 affected by placement of the trees inside or outside of the exclosures (F = 0.80, P = 0.377).
Insecticide application did not significantly affect tree biomass or growth (F = 2.43, P = 0.05).
Location of the deer exclosure (block effect) had a significant effect on above-ground and below- ground biomass (F = 5.05, P = 0.001, and F = 6.23, P < 0.001, respectively).
Nutritional quality of foliage: nitrogen and non-structural carbohydrates At the start of the experiment, there was no significant difference in nitrogen concentration above or below the browseline (Fig. 18a). One year later, foliar nitrogen was significantly lower in foliage below the browseline (F = 106.14, P < 0.001, Fig. 18a). In trees located outside the exclosure where deer could access them, nitrogen was lower compared to trees inside the exclosure (F = 9.35, P <
0.001, Fig. 18b). Insecticide application did not cause a significant change in nitrogen content of trees (F = 0.46, P = 0.498). Non-structural carbohydrates were not significantly different across treatments (all values P > 0.05).
143
a a a a a a
b b b
Above browseline
Below browseline F = 9.35, P < 0.001
b a a a a a
b b b
Outside exclosure
Inside exclosure
F = 17.09, P < 0.001
Figure 18. Patterns of changes in foliar nitrogen concentrations of Quercus bicolor in response to differentiated herbivore type. Foliar nitrogen concentrations were compared in a) foliar tissues above and
144 below the browseline and b) tissues from trees inside vs. outside of the deer exclosures starting in 2017 when the exclosures were set up in Liberty Park, Summit County Metroparks, OH, USA. Significant differences are indicated by differences in the letters above the error bars on the graphs (Scheffé post hoc tests).
Nutritional quality of foliage: anti-nutritional constituents At the start of the experiment, anti-nutritional constituents showed no differentiation (P value range = 0.19–0.387). However, anti-nutritional constituents decreased in foliage below the browseline compared to above the browseline in subsequent years (polyphenol concentration: F = 18.45, P < 0.001, Fig. 19a; total tannin concentration (radial diffusion assay): F = 2.69, P = 0.046, Fig. 19b). Overall, condensed tannin concentrations (acid butanol assay) were significantly lower in foliage below the browseline (F = 179.97, P < 0.001), and outside the exclosures (F = 288.46, P < 0.001). Trees without insecticide applications had significantly higher concentrations of polyphenols (F =
10.69, P = 0.001) and total tannins (F = 31.94, P < 0.001) than trees with insecticide applications.
145
a
a Above browseline Below browseline a
a a a a
b b
F = 2.69, P = 0.046
b a a a a a
b b
b Above browseline
Below browseline
F = 18.45, P < 0.001
Figure 19. Changes in foliar polyphenol and total tannin concentrations of Quercus bicolor in response to differentiated herbivore type. a) Polyphenol concentrations (G.A.E. = gallic acid equivalents) and b) total
146 tannin concentrations (T.A.E. = tannic acid equivalents) were collected above and below the browseline from foliar tissues inside and outside of deer exclosures set up in Liberty Park, Summit County
Metroparks, OH, USA. Significant differences are indicated by differences in the letters above the error bars on the graphs (Scheffé post hoc tests).
Nutritional quality of foliage: ratio of nitrogen to anti-nutritional constituents The ratio of nitrogen: total tannin concentration was greater in trees outside the exclosure with insecticide applied (i.e., no herbivory, F = 21.12, P < 0.001, Fig. 20a). The ratio of nitrogen: condensed tannin was greater in foliage below the browseline of trees outside the exclosure (F = 50.96, P <
0.001, Fig. 20b). Trees with insecticide applications had a significantly greater nitrogen: total tannin concentration (F = 189.94, P < 0.001) than trees without insecticide applications.
147
a b No insecticide
Insecticide
F = 21.12, P < 0.001
a a a
b
Outside exclosure b Inside exclosure
F = 50.96, P < 0.001
a a a
Figure 20. Changes in the ratio of nitrogen to antinutritive traits of Quercus bicolor in response to differentiated herbivore type. a) The interactive effects of tree placement (inside vs. outside the deer exclosures) and insecticide application on the ratio of nitrogen: total tannin concentration. b) The interactive effects of foliage location (relative to the browseline), and tree placement (inside vs. outside the deer exclosure) on the ratio of nitrogen: condensed tannin concentrations (Q.E. = quebracho equivalents). Deer exclosures were set up in Liberty Park, Summit County Metroparks, OH, USA.
148
Significant differences are indicated by differences in the letters above the error bars on the graphs
(Scheffé post hoc tests).
Intensity of insect damage and diversity of insect herbivores (foliar and below-ground)
There were no significant differences in intensity of insect damage among treatments (MRPP: P
> 0.05), except for greater leaf damage due to insects in treatments without insecticide applications (MRPP: P < 0.01). β diversity of insect folivores was not significantly different above or below the browseline (P = 0.408) regardless of whether the tree was inside or outside the exclosure. However, trees located outside of the exclosure had a lower diversity of functional groups than trees placed inside the exclosure (MRPP: P < 0.001, Fig. 21a, b) and trees with insecticide applications showed a lower diversity of guilds than trees without insecticide (MRPP:
P < 0.001). When we analyzed β diversity of exclosures without insecticide applications, we found that trees located outside the exclosure had a significantly lower diversity of insect functional groups on foliage above the browseline than below the browseline (MRPP: P = 0.021,
Fig. 21b; 22). β diversity of below-ground insect-herbivores was not affected by the presence of deer (trees inside vs. outside of exclosures; P = 0.747) but was significantly reduced on trees that received insecticide applications (MRPP: P = 0.001).
149
a b
Leaf placement relative to browseline
Figure 21. Proportion of insect functional group on foliage of Quercus bicolor relative to the browseline. We compared insect feeding guild diversity of trees without insecticide applications, located a) inside and b) outside of deer exclosures. Deer exclosures were set up in Liberty Park,
Summit County Metroparks, OH, USA. (See Fig. 17 for feeding-guild categories).
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a a Above browseline
Below browseline
c
b
F = 27.17, P < 0.001
Figure 22. Mean number of insect functional groups per leaf relative to leaf placement above or below the browseline of Quercus bicolor located inside and outside of deer exclosures. Deer exclosures were set up in Liberty Park, Summit County Metroparks, OH, USA. Significant differences are indicated by differences in the letters above the error bars on the graphs (Scheffé post hoc tests).
DISCUSSION
Plants use various defense syndromes to defend against a myriad of herbivores including, but not limited to, decreasing nutritional quality of tissues (Hoffland et al. 2000; Quintero and Bowers
2018) and increasing anti-nutritional compounds such as tannins (Mithöfer and Boland 2012;
Sánchez-Sánchez and Morquecho-Contreras 2017). Utilization of these syndromes in response to various herbivores has mainly been investigated under single herbivore pressures (i.e., insect or mammal; Agrawal and Fishbein 2006; da Silva and Batalha 2011). Our experimental design
151 allowed us to investigate differences in responses to insect and mammal herbivory on the same plant. We found that, at the individual plant level, plants may execute multiple syndromes simultaneously that are dependent on the specific herbivore involved.
We found a reduction in nutritional quality (i.e., lower nitrogen content) of foliage that deer can access (i.e., below the browseline and in trees outside the exclosures), but not in foliage that only insects can feed on (i.e., above the browseline and inside the exclosures). Moran and
Hamilton (1980) defined three assumptions for low nutritive quality to act as a defense against herbivores: (1) herbivores must be able to detect the differences in nutritive quality, (2) herbivores must be able to move to a different host plant, or (3) reducing nutritive quality directly causes mortality or makes herbivores more susceptible to enemies (e.g., predators and parasitoids). Mammal and insect herbivores meet these three assumptions. However, decreased nutritional quality has been more widely accepted as a defense against mammal herbivores
(Lundberg and Åström 1989; Schmitt et al. 2016; Shrader et al. 2012) than against insect herbivores (Couture et al. 2016; Moran and Hamilton 1980). Reducing nutritive quality as a defense against insect herbivores has received a great deal of criticism (Augner 1995; Hervé and
Erb 2019; Moran and Hamilton 1980). Decreasing nutritional quality may cause an exponential increase (i.e., not a decrease) in feeding by insects (Perkovich and Ward 2020; Waldbauer 1968).
For example, Perkovich and Ward (2020) found that gypsy moth larvae (Lymantria dispar) that were fed diets with low protein compensated for the reduction in nutrients by increasing consumption rates. As a consequence, individual plants may suffer a greater loss of biomass from herbivory due to insects than deer (Ramirez 2016), so that decreasing foliar-nutritive value across the entire tree may not be an advantageous defense against insect herbivores.
152
Mammal and insect herbivores have vastly different physiologies and likely have different dietary requirements and tolerances. An example of a major physiological difference is that many mammal herbivores produce tannin-binding proteins that enable them to tolerate diets with higher tannin concentrations (McArthur et al. 1991; Schmitt et al. 2016; Ward et al. 2020).
These tannin-binding proteins often make tannin production an ineffective defense against mammal herbivores (McArthur et al. 1995; Schmitt et al. 2016; Shimada 2006). Instead, the ratio between nutritional and antinutritional properties may play a larger role in herbivore preference
(Perkovich and Ward 2020; Shrader et al. 2012). Therefore, successful defense syndromes to select herbivores may include a multitude of trait adaptations.
Identifying and understanding adaptive traits is challenging, especially for plant-defense syndromes that most commonly consist of a suite of traits (Agrawal and Fishbein 2006; Schluter
2000). Adaptations to specific herbivores (or selective contexts) may encompass multiple covarying traits (Agrawal and Fishbein 2006; da Silva and Batalha 2011; Okamura et al. 2016).
The plant apparency hypothesis argues that apparent plants, such as oak trees, must deploy plant defense syndromes consisting of multiple covarying traits, including decreased nutritional value, and increased chemical defenses as our results also suggest (Feeny 1976; Smilanich et al. 2016).
We consider the concept of an optimal defense syndrome (Adler and Karban 1994;
Agrawal and Hastings 2019) by suggesting that these traits may be partitioned within an individual tree to maximize defense based on the selective pressure (or in our case, type of herbivore present). We found that reductions in nutritional quality were more prominent in trees and foliage where deer had access to them (i.e., outside the exclosure and below the browseline).
We also found that tannin concentrations were increased in tree foliage where deer were not
153 present, and only insects had access to them (i.e., above the browseline and inside the exclosures).
We would expect that trees located inside the exclosure and insecticide applied would have the highest ratio of nitrogen: tannin concentration. However, we found that trees outside the exclosure with insecticide applied had a higher ratio of nitrogen: tannin concentration than those inside the exclosure or without insecticide. This perhaps gives insight into which herbivore group is providing a greater selective pressure for a specific defensive trait or defensive syndrome. We show that when insects are present, tannin concentrations are increased. For the ratio of nitrogen: tannin concentration to be high over the entire plant, when insects are present (resulting in higher tannin concentrations), nitrogen concentrations must consequentially be considerably higher. It may be that large mammal herbivores, such as deer, act as selective pressures for defense syndromes that result in decreased nutritional value, while insect herbivores are drivers for selection of defense syndromes that use chemical defenses.
Diversity of insect herbivores Unsurprisingly, the main source of variation in insect diversity
(above- and below-ground) was due to insecticide application. However, when comparing leaf for leaf, insect functional groups were significantly less diverse in trees located outside of the exclosures (Fig. 22). We acknowledge that there may be multiple reasons for this occurrence.
For example, deer exclosures could keep insectivorous birds from entering as easily to feed on insects inside the exclosure. There may also be competition between deer and insects that forces insects to forage on foliage where deer do not have access. Patterns of selection on plant defenses, and the responses to this selection, depend on the herbivore community composition
(Stinchcombe and Rausher 2002). Previous herbivores could affect plant defense phenotypes and
154 cause a historical contingency (also known as priority effects), therefore influencing future insect-herbivore communities (Fukami 2015; Rasmann et al. 2012). However, we would anticipate that induced-chemical defenses would deter current, not historical, herbivory
(Bakhtiari et al. 2018; Rasmann et al. 2012) because induced defenses are advantageous against immediate herbivores only.
As a consequence of these induced defenses, plants should have lower insect functional group diversity. Contrastingly, we found that trees located outside of the exclosure had lower condensed tannin concentrations than those inside the exclosure, but insect functional groups were more diverse on trees inside exclosures (where deer were absent). Furthermore, we expected to find a significantly greater diversity of insect functional groups above the browseline than below the browseline if deer were altering the chemical composition of the trees and thus changing insect functional group composition. Instead, trees located outside the exclosure where deer and insects were present, had a greater diversity of insect functional groups on foliage below the browseline than above (Fig. 22). Our diversity findings are an anomaly. Our only explanation is that there may have been some protection from wind inside the exclosures that promoted foraging by insects from a greater number of functional groups.
CONCLUSIONS
Ecological and evolutionary mechanisms select for defensive phenotypes that are advantageous in a specific environment (Agrawal 2007; da Silva and Batalha 2011). Plant defense theories have sought to better understand phylogenetic and geographical patterns of plant-defense traits
(Stamp 2003). Plants in a given environment often express similar traits because they are under
155 similar selective pressures, so that plant defense syndromes are often easily recognized (Agrawal and Fishbein 2006; Kursar and Coley 2003). Understanding how plants differentiate defenses to variable selective pressures may help provide a more accurate framework for understanding the mechanisms behind phylogenetic and environmental patterns of plant defense syndromes.
156
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167
CHAPTER V
PERIODICAL CICADAS INCREASE DEFENSES IN NORTH AMERICAN FOREST
TREES: BEFORE, DURING, AND AFTER A MASS OUTBREAK
ABSTRACT
Periodical cicadas have mass outbreaks once every 13 or 17 years. Such an outbreak causes a massive change in the defenses that trees need to withstand, later dropping back to ambient levels for many years. We examined the defensive responses of the common dominant white oaks (Quercus alba) strategies prior to, during, and subsequent to a 17-year periodical-cicada
(Magicicada spp.) emergence in western Pennsylvania, U.S.A. During the emergence, total tannin and condensed tannin concentrations increased in foliar tissue, while simultaneously decreasing in root tissue. Non-structural carbohydrates were low prior to the mass outbreak but were re-allocated to belowground storage during the emergence year and dropped thereafter. In the year after the emergence, there was a relaxation of foliar defenses and root defenses returned to pre-emergence concentrations. We also tested for local effects in damaged and undamaged branches during (2019) and the year after the emergence (2020). Both damaged and undamaged branches had significantly higher concentrations of chemical defenses (polyphenols, total tannins, and condensed tannins) during the emergence than in the following year when there was no outbreak. We propose that re-allocation of resources may help maximize oak tree fitness by moving resources away from areas that are not in immediate threat to areas that are under
168 immediate threat. Changes in aboveground and belowground phytochemistry in response to mass outbreaks of periodical cicadas may help us better understand which resource re-allocation strategies are used by plants to minimize the effects of insect emergences and outbreaks.
169
INTRODUCTION
Periodical cicadas (Magicicada spp.) emerge in mass outbreaks every 13- or 17-years (Karban
2014). These outbreaks occur in “broods” scattered across the northeastern United States (Dybas and Davis 1962; Marshall and Cooley 2000; Williams and Simon 1995). During emergence years, densities of periodical cicadas can reach nearly 400 cicadas m-2, making their emergences the largest recorded of any insect (Dybas and Davis 1962; Karban 2014).
During the developmental years (13 or 17 years), periodical cicada nymphs feed on roots of deciduous trees (Dybas and Lloyd 1974; Karban 2014; White 1980; Williams and Simon
1995). At the beginning of the emergence, adult cicadas emerge from belowground. They form large chorusing centers for mating. Thereafter, female cicadas leave the chorusing center to search for a branch to lay their eggs. Stored proteins and lipids from feeding during the nymphal stage are used during the adult stage. Adults may sometimes feed on xylem fluids from stems and foliar tissues to replenish reserves, although there is debate as to whether they feed as adults
(Brown and Chippendale 1973; Williams and Simon 1995).
The damaging effects of cicada oviposition on woody tree growth are well understood, often resulting in the subsequent loss of the distal part of the branch (e.g., Clay et al. 2009; Cook and Holt 2002; Flory and Mattingly 2008; Miller and Crowley 1998). However, these studies have focused on growth and woody accumulation (e.g., Karban 1980; Koenig and Liebhold
2003; Yang and Karban 2019). We have limited knowledge of the physiological and biochemical responses of trees to periodical-cicada emergences (Boyce et al. 2019; Cook and Holt 2002;
Nguyen et al. 2020). White (1981) showed that resin secretion and callus formation were induced responses of host trees to cicada oviposition. Similarly, Karban (1983) reported that cherry trees
(Prunus serotina) form gum deposits around the egg nests. Researchers have largely overlooked
170 plant defense responses to periodical cicadas because there is limited evidence of feeding as adults; consequently, these insects are not likely to be affected by chemical defense production
(Christensen and Fogel 2011). However, even though plant secondary metabolite (PSM) production may not influence the behaviors of adult periodical cicadas, PSM production may draw energy and resources away from other tree functions (Douma et al. 2017; Zangerl et al.
1997). According to all prominent plant-defense hypotheses (Fiorucci 2020; Herms and Mattson
1992), physiological costs of defense production limit metabolic processes so that when defenses are produced, resources are allocated away from other processes. The divergence of resources to defense production, along with physical injury from cicada “flagging” (females insert their ovipositors, creating a series of injuries on the host tree (Kritsky 2004; White 1981; Williams and Simon 1995)), may leave trees more susceptible to diseases as well as reducing growth and plant fitness (Clay et al. 2009a; Ostry and Anderson 1983).
Oak (Quercus) species are preferred host trees for periodical cicadas (Clay et al. 2009b,
Perkovich and Ward, unpublished data). In response to herbivory, oak species have several strategies to prevent further tissue removal. One strategy is to increase defensive chemical production (e.g., polyphenols and tannins) (Pearse and Hipp 2012; Wold and Marquis 1997).
Tannins are a class of organic compounds that precipitate proteins, making the proteins unusable to herbivores (Bernays et al. 1989; Tayal et al. 2020). A second strategy used by oaks, not mutually exclusive from the defense hypothesis, is to re-allocate nutrients. For example, oaks have been shown to decrease nitrogen content in the leaves (Frost and Hunter 2008; Wold and
Marquis 1997) and to re-allocate non-structural carbohydrates to belowground storage
(Perkovich and Ward 2021a; Wiley et al. 2017) in response to tissue removal.
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We predict that, during mass outbreak years, oak trees will increase foliar polyphenol and tannin concentrations in response to damage from adult periodical cicadas. The damage should also cause a decrease in foliar nitrogen along with a decrease in foliar non-structural carbohydrate concentrations (Frost and Hunter 2008; Wold and Marquis 1997) because of trade- offs in the production of defenses and tree quality (as measured by nitrogen and non-structural carbohydrates). Branches that are damaged should have a greater concentration of defenses than undamaged branches on the same tree (Tuomi et al. 1988). Concomitantly, non-structural carbohydrate concentrations should be re-allocated to the roots because of aboveground damage by adult periodical cicadas (Perkovich and Ward 2021a; Wiley et al. 2017). As a result of nymphs ceasing to feed on roots and the emergence of adults, defensive compound concentrations in the roots should decrease. We predict that the defensive compound and nutrient concentrations of individual trees should return to pre-emergence concentrations in the year following the periodical-cicada emergence because of diminished resource allocation and high cost of production of defenses (Huntzinger et al. 2004; Young and Okello 1998;). More specifically, a damaged branch will have an increased concentration of defense compounds compared with undamaged branches, and that same damaged branch will relax (decline) these defense concentrations the following year.
METHODS
Study Site and Cicada Brood VIII We sampled white oak (Quercus alba) trees in Keystone
State Park, Westmoreland County, Pennsylvania, in the United States. Keystone State Park is part of the mixed-mesophytic Appalachian Forest with robust oak stands (McCarthy et al. 2001).
172
Brood VIII of the periodical cicada (Magicicada spp.) emerges in this forest every 17 years and emerged in late May/early June of 2019 (Cooley et al. 2009; Simon 1988).
Sampling for foliar changes before, during, and after a cicada emergence We sampled in early June 2018 (i.e., one year before the emergence), early June 2019 (i.e., during the emergence), and early June 2020 (i.e., one year after the emergence). During sampling each year, we collected samples of leaf tissues by removing 5 leaves from each tree (n = 50). Trees were marked in 2018, and sequential years’ samplings were collected from the same tree.
Sampling for root chemical changes before, during, and after a cicada emergence Root samples were collected from the same trees used in the foliar sampling (see above). We collected root samples that were between 2.5 and 3.5 mm in diameter to standardize samples between multiple trees. In general, as the nymphs grow larger, they feed on larger roots (R. Karban, pers. comm.).
Sampling for changes between damaged vs. undamaged branches within individual trees
We sampled branches (n = 100 from 50 different trees) that were damaged during the emergence
(i.e., flagging was present) and compared them to branches that were undamaged on the same tree. Foliar tissue from branches that had clear flagging scars, but whose foliage had not senesced, was used for the sampling of damaged branches. We measured branch diameter to standardize the branches we sampled. The sampled branches were marked in 2019 (i.e., during the emergence) and the same branches were re-sampled in 2020.
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Chemical analyses After collection, foliar and root samples were dried at 60 °C for 48 h and then ground using a Wiley mill (mesh size = 2 mm). We extracted polyphenols and tannins using a 70% acetone solution (Graca and Barlocher 2005; Hagerman 2011). Total polyphenol concentrations were analyzed using the Prussian Blue Assay (Price and Butler 1977), modified for use on a microplate reader (Hagerman 2011) and standardized using gallic acid. Total tannin concentrations were measured using the Radial Diffusion Assay and standardized against tannic acid (Hagerman 1987; 2011). We also measured condensed tannin concentrations (which are a type of tannin) using the Acid Butanol Assay for proanthocyanidins (Gessner and Steiner 2005;
Hagerman 2011) standardized against quebracho tannin. There are no unique concentrations for polyphenols or tannins; they are therefore expressed as equivalents of the standard used
(Hagerman 2011).
Non-structural carbohydrates were measured using Fournier’s (2001) method, using phenol–sulfuric acid as a solvent to dissolve sugars and starches (see Tomlinson et al. 2013). A rapid N exceed® analyzer by Elementar was used to measure percent nitrogen.
Statistical Analyses For whole tree responses, we used a multivariate analysis of variance
(MANOVA) to minimize Type I statistical error from analyzing multiple dependent variables
(e.g., polyphenol, tannin, and condensed tannin concentrations) simultaneously, with diameter at breast height (DBH) used as a covariate to standardize for variation in tree sizes. Significant dependent variables were then run through a univariate analysis of variance (ANOVA) followed by Scheffé post hoc tests. We used the same approach for statistically analyzing differentiation in responses between damaged and undamaged branches within an individual tree. We used branch
174 diameter in the middle of flagging scars as a covariate to standardize for variation in branch sizes. All statistical analyses were run in SPSS version 26 (IBM 2019).
RESULTS
Oak trees had significant phytochemical changes to periodical-cicada emergences (Wilk’s λ =
0.008, F = 93.18, P < 0.001). However, the size of the tree did not have a significant effect
(Wilk’s λ = 0.892, F = 1.127, P = 0.34).
Foliar changes before, during, and after a cicada emergence The average foliar tannin and condensed tannin concentrations increased nearly threefold during the emergence year (2019) (F
= 156.73, P < 0.001 and F = 217.98, P < 0.001, respectively, Fig. 1A and B). Total tannin and condensed-tannin concentrations in the year after the emergence (2020) returned to concentrations that were not statistically different from the year preceding the emergence (2018)
(P = 0.37 and P = 0.09, respectively, Fig. 23A and B). Foliar nitrogen exhibited a similar significant trend (F = 16.83, P < 0.001, Fig. 23C), but the year after the emergence (2020) did not return to the concentrations of the year preceding the emergence (2018). Foliar non-structural carbohydrate concentrations decreased during the emergence (2019) and further decreased the following year (2020) (F = 36.90, P > 0.001, Fig. 23D).
175
B A F = 156.73, P < 0.001
A
A
B B F = 217.98, P < 0.001
A
A
176
C B F = 17.46, P < 0.001
B
A
D A F = 57.18, P < 0.001
B
C
Figure 23. Changes in foliar chemistry of white oaks before, during, and after periodical cicada outbreak.
Changes in foliar chemistry are shown as changes in A) total tannin concentrations (measured in tannic acid equivalents (T.A.E) using the Radial Diffusion Assay); B) condensed tannin concentrations
177
(measured in quebracho equivalents (Q.E.) using the Acid Butanol Assay); C) foliar nitrogen; and D) foliar non-structural carbohydrate concentrations (measured in glucose equivalents (G.E.)). Significant differences are indicated by differences in the letters above the error bars on the graphs (Scheffé post hoc tests).
Root chemical changes before, during, and after a cicada emergence Root polyphenol concentrations significantly increased during the emergence (2019) and significantly decreased post-emergence (2020) (F = 63.80, P < 0.001, Fig. 24A). Total tannin and condensed-tannin concentrations followed the same trend, but in the opposite direction of foliar tannin and condensed tannin concentrations. These concentrations significantly decreased during the emergence (2019), and significantly increased post-emergence (2020) (F = 14.84, P < 0.001 and
F = 14.11, P < 0.001, respectively, Fig. 24B and C). Root nitrogen significantly decreased during the emergence (2019) and significantly decreased post-emergence (2020) (F = 30.86, P < 0.001,
Fig. 24D).
178
A B F = 62.41, P < 0.001
A
C
B F = 15.13, P < 0.001 A
C B
179
C
A A
B
F = 14.32, P < 0.001
D
F = 31.53, P < 0.001 A
B
C
180
E B F = 16.89, P = 0.019
B
A
Figure 24. Changes in root chemistry of white oaks before, during, and after periodical cicada outbreak.
Changes in root chemistry are shown as changes in A) total polyphenol concentrations (measured in gallic acid equivalents (G.A.E.) using the Prussian blue assay; B) total tannin concentrations (measured in tannic acid equivalents (T.A.E.) using the radial diffusion assay; C) condensed tannin concentrations
(measured in quebracho equivalents (Q.E.) using the acid butanol assay); D) nitrogen; and E) non- structural carbohydrate concentrations (measured in glucose equivalents (GE)). Significant differences are indicated by differences in the letters above the error bars on the graphs (Scheffé post hoc tests).
Changes of damaged vs. undamaged branches within individual trees There was a significantly higher concentration of defensive compounds (polyphenols, tannins, and condensed tannins) during the emergence (2019) than the year following the emergence (2020) (Wilk’s λ =
0.292, F = 190.00, P < 0.001, Fig. 25A–C). Post-emergence (2020), defensive compounds were
181 significantly higher in branches that had been damaged during the emergence (Wilk’s λ = 0.365,
F = 190.00, P < 0.001, Fig. 25A–C).
Damaged branches had significantly lower nitrogen content post-emergence (2020) than during the emergence (2019) (P < 0.001, Fig. 25D). Likewise, non-structural carbohydrate concentrations in damaged branches were significantly lower post-emergence (P = 0.03, Fig.
25E).
182
A A F = 48.8, P < 0.001 A
B
C Damaged Undamaged
A B A A
F = 292.68, P < 0.001
Damaged Undamaged B
183
C F = 17.22, P < 0.001 A
B
Damaged C Undamaged D
D A F = 6.35, P < 0.001
AB
AB B
Damaged Undamaged
184
E A F = 5.08, P < 0.03
Damaged A Undamaged
AB
AB
Figure 25. Differences in the foliar chemistry between damaged and undamaged branches of white oaks during and after periodical cicada emergence. Changes shown are changes in A) polyphenol concentrations (measured in gallic acid equivalents (G.A.E.) using the Prussian blue assay); B) condensed tannin concentrations (measured in quebracho equivalents (Q.E.); C) total tannin concentrations
(measured in tannic acid equivalents (T.A.E.) using the radial diffusion assay); D) nitrogen; and E) non- structural carbohydrate concentrations (measured in glucose equivalents (G.E.)). Significant differences are indicated by differences in the letters above the error bars on the graphs (Scheffé post hoc tests).
185
DISCUSSION
During the periodical-cicada emergence, oak trees increase chemical defenses and significantly alter nutrient allocation strategies. Optimal defense theory predicts that plants increase defenses to minimize immediate herbivore threats (Karban 2020; Zangerl and Rutledge 1996). However, these inducible defenses are energetically costly, which is why they are not consistently produced (i.e., constitutive) (Rhoades 1979; Stamp 2003). Costs of defense production may take the form of allocation costs that divert resources away from plant growth and reproduction
(Fiorucci 2020; Herms and Mattson 1992; Karban and Baldwin 1997). Induction of defenses is less effective and less cost-efficient if the plant is unable relax (i.e., reduce) expensive defenses when there is no immediate herbivory (Huntzinger et al. 2004; Levins 1968; Young and Okello
1998). We found that in most cases, the foliar increases in defenses and changes in nutrient re- allocation patterns relax the following year. Contrastingly, the root chemical defenses decreased during the emergence (2019) and returned to the higher, pre-emergence concentrations the year after the emergence (2020). We believe that the relaxation of root polyphenol and condensed tannin concentrations may be a response to the nymphs discontinuing belowground feeding when they emerge as adults. This relaxation of root defenses may provide necessary allocation of resources to produce foliar defenses as the adult periodical cicadas begin mating. This presupposes that it is the emergence of periodical cicadas that imposes much of the induction of plant defenses (Cook and Holt 2002; Karban 1983) and not inherent levels of herbivory by other insects that may occupy these trees.
Assuming there is no other significant form of herbivory on these trees, the relaxation of defense chemicals in the roots during the emergence suggests that oak trees are re-allocating resources to optimize their fitness. Pre-emergence, most damage occurs belowground when the
186 nymphs are feeding. However, during the emergence, damage occurs aboveground. In response to changes to location of herbivore attack, plants may alter their defensive phenotype to better protect themselves from the immediate threat and minimize energetic costs (Adler and Karban
1994). According to Adler and Karban’s (1994) model, variation in herbivore threat favors an optimal inducible defense strategy. The optimal inducible-defense strategy states that when herbivores are absent, plants will be less defended, investing in increased growth. In the presence of a single herbivore population, plants will switch to a more defended state at the cost of reduced growth rate (Adler and Karban 1994). These predictions are consistent with our data.
Periodical cicadas are a single population that feed belowground for 17 years. Concordant with predictions from Adler and Karban’s (1994) model, the root tannin and condensed tannin concentrations decrease when the nymphs emerge. Aboveground, the adults stimulate an inducible response, with concentrations of tannin and condensed tannins increasing. Oak trees may be altering resource allocation strategies to optimize defenses (Adler and Karban 1994;
Perkovich and Ward 2021b, in review).
Acquisition and allocation of resources are plastic traits within a population (Metcalf
2016; Noordwijk and de Jong 1986). Individuals with access to fewer resources may use alternative allocation strategies to maximize defense (Metcalf 2016; Orians and Ward 2010; van
Noordwijk and de Jong 1986; Ward and Young 2002). Similarly, individuals experiencing higher levels of stress may also alter allocation strategies to maximize defense (Adler and Karban 1994;
McCormick et al. 2019). Again, assuming that belowground herbivory from non-periodical cicadas is low during a periodical-cicada emergence, individual trees that experience higher levels of damage aboveground may re-allocate resources away from belowground defense production. The re-allocated resources may provide additional support to minimize the
187 aboveground threat. Additionally, a study by Cook and Holt (2002) found that oviposition damage was ineffective, or trees were able to sufficiently compensate. We propose that the changes in defense strategy and nutrient re-allocation may be an evolutionary mechanism allowing for physiological compensation, assuming ceteris paribus that the periodical cicadas are causing the maximal negative effect relative to other sources of herbivory or damage.
Foliar responses to periodical-cicada emergences We found total tannin production to be the most common induced response as damaged branches had significantly higher concentrations of total tannins, but not polyphenols or condensed tannins during the emergence. Tannins are abundant plant-defense compounds, particularly in oaks (Barbehenn and Constabel 2011;
Bernays et al. 1989; Clausen et al. 1992). However, insects, unlike vertebrates, suffer few antinutritional effects of tannins and mainly suffer from toxic effects (Barbehenn and Constabel
2011; Farahat et al. 2018; Hafeez et al. 2019). We cannot confirm that white oaks were increasing tannin production in response to general injury, or if the increased tannin production was in direct response to an insect herbivore. Certain biosynthetic pathways (such as jasmonic acid and ethylene pathways) are often activated in response to plant-defense elicitors present in insect saliva, frass, or oviposition fluids (Acedevo et al. 2019; Hogenhout and Bos 2011; Musser et al. 2005). A repertoire of defenses may be synthesized in a specific manner, dependent on the activation cue (Erb et al. 2012). For example, the saliva of the fall armyworm (Spodoptera frugiperda) contains phytohormones that elicit a variety of responses in different plant species
(Acevedo et al. 2019). This repertoire of defenses is also consistent with Adler and Karban’s
(1994) moving targets model where investments in defense strategies may change to maximize plant fitness.
188
In the case of many insect herbivores, larvae feed on the same tree where they hatched.
The preference–performance hypothesis (a.k.a. the ‘mother-knows-best hypothesis’ or the ‘naïve adaptationist hypothesis’) predicts that insect herbivores should not lay eggs on plants that are heavily fed upon (Courtney and Kibota 1990; Jaenike 1978; Valladares and Lawton 1991). An adaptive strategy is for phytophagous insects to lay eggs on plants that are not heavily consumed
(Clark et al. 2011; Lambert et al. 2018; Mayhew 1997). In the case of nonfeeding adults, we would predict that the induction of defenses would have a negative effect on the root-feeding nymphs. Although we focused on the effects of the female flagging behavior, it is also possible that they are selecting the trees based on the inclusive fitness to their offspring (Birch 2017;
Hamilton 1964). That is, by choosing these particular host trees, they are maximizing fitness for the next generation (and thereby improving their own fitness). This is not mutually exclusive from the results we have discussed above.
During the emergence, oak trees displayed a systemic response with similar concentrations of polyphenols and condensed tannins in damaged and undamaged branches.
There was a differentiation of defensive compounds between damaged and undamaged branches the following year (2020). During the year post-emergence (2020), polyphenol, total tannin, and condensed tannin concentrations were higher in branches that received flagging damage during the emergence, than in undamaged branches.
Non-structural carbohydrate re-allocation As we hypothesized, there was an increase in root non-structural carbohydrate concentrations during the emergence year. Oaks have been shown to increase root storage of non-structural carbohydrates in response to foliar damage (Perkovich and
Ward 2021a; Wiley et al. 2016). If non-structural carbohydrates are being shuttled to root storage
189 in response to foliar damage, periodical cicada nymphs may take advantage of this. Nutritional differences in the xylem influence nymphal growth (White and Lloyd 1985) and excess nutrient availability may stimulate neonatal growth as shown in other insect species (e.g., Cohen 2015;
Woods et al. 2019). Faster growth provides a competitive advantage for the nymphs that generally compete for resources such as space and nutrition (Karban 1981; Lloyd and Dybas
1966; White and Lloyd 1975).
Female cicadas may select oviposition locations based on whether a plant has low defenses or higher non-structural carbohydrate concentrations to increase inclusive fitness
(Hamilton 1964; Birch 2017). There may be selection for periodical-cicada nymphs that fall belowground to feed on a tree that has a higher concentration of non-structural carbohydrates in root storage. Insects are shown to develop faster with increased carbohydrate consumption (Kılcı and Altun 2020; Shen et al. 2017; Silverman 1995).
CONCUSIONS
Oak tree phytochemistry significantly changes in response to periodical-cicada emergences.
Changes in production of chemical defense and nutrient re-allocations are dependent on the plant tissue (i.e., foliar vs. root). In many cases, these changes relax, or return to pre-emergence concentrations the following year. The changes followed by relaxation further support the notion that the trees are directly responding to the periodical-cicada emergence and not to long-term effects of herbivory by other organisms. This is likely an effect of the outbreak phenomenon in periodical cicadas. Changes in chemical defense and nutrient concentrations may be an evolutionary mechanism that allow oaks to maximize their fitness during a period of high stress.
Re-allocating resources to better defend tissue that face immediate threats, as predicted by
190 optimal defense theories (Barto and Cipollini 2005; Rhoades 1979;), is clearly shown by the changes in tannin concentration during the year of an emergence. Periodical-cicada outbreaks not only induce changes in the concentration of plant defenses, but also stimulate a cascade of other phytochemical responses, including the induction of non-structural carbohydrate storage in the roots.
191
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200
CHAPTER VI
PROTEIN:CARBOHYDRATE RATIOS IN THE DIET OF GYPSY MOTH LYMANTRIA
DISPAR AFFECT ITS ABILITY TO TOLERATE TANNINS
This work is published in
Perkovich C, Ward D (2020) Protein:carbohydrate ratios in the diet of gypsy moth Lymantria
dispar affect its ability to tolerate tannins. J Chem Ecol 46:299–307
ABSTRACT
Generalist insect herbivores may regulate nutrient balance in their diets, including the incorporation of carbohydrates as well as proteins. However, secondary metabolites, including tannins, are likely to interact with protein:carbohydrate ratios in insect herbivores. We investigated the effects of protein:carbohydrate ratios, tannin, and the interaction between macronutrient ratios and tannin on the performance of gypsy moth, Lymantria dispar. We designed a 6 x 3 factorial experiment, with six protein:carbohydrate ratios and three tannin concentrations. We monitored the development time and size of gypsy moths on the different diets. We conducted 4th stadium feeding trials to measure consumption, digestibility, and overall efficiency of ingestion/ digestion. Gypsy moths fed a 1:1 protein:carbohydrate ratio without tannin, grew larger and developed faster than those fed a 1:2 protein:carbohydrate ratio.
Increasing protein in the diet above the 1:1 protein:carbohydrate ratio (i.e., 2:1 or 7:1) did not
201 have a significant effect on gypsy moth growth or development. Approximate digestibility was greatest in treatments with a low protein:carbohydrate ratio (1:2). Gypsy moths grew faster and larger on no-tannin diets than those with tannin in the diet. However, the specific concentration of tannin did not affect growth. The results of the interaction between protein:carbohydrate ratio and tannin showed that there may be a trade-off between development time and efficiency of food assimilation. We also found that feeding gypsy moths an optimal protein:carbohydrate ratios may be more important for tolerating tannin than the amount of protein ingested alone.
202 INTRODUCTION
Nutrients, allelochemicals, and physical structures affect an insect’s ability to consume plants.
Optimal defense theory suggests that plants will defend themselves using physiological and chemical changes whenever necessary (Feeny 1976; Rhoades and Cates 1976). Diversification of plant defense strategies has generated several hypotheses for determining which strategy is evolutionarily advantageous under specific conditions and herbivore pressures (Agrawal 2007;
Coley 1983; van der Meijden et al. 1988). The complexity of biochemical changes such as nutrient availability and production of secondary compounds has become an increasingly important topic of plant-defense research (e.g., Gonçalves et al. 2016; Züst and Agrawal 2017).
Plant secondary metabolites produced in response to herbivory may reduce insect feeding by decreasing nutrient quality through production of entomotoxic proteins (Franco et al. 2002;
Negreiros et al. 1991) that disrupt physiological processes such as digestion (Wetzel et al. 2016).
Many studies conducted on the effects of toxins and nutrients in the diets of insect herbivores focus on the amount of protein in the diet. Insects have been found to increase consumption and utilization efficiencies of poor-quality foods to counter protein limitations in their diets (Felton 1996; Slansky and Wheeler 1989). However, protein may not be the only important factor. A study by Behmer (2009) suggested that generalist insect herbivores may also regulate nutrient balance in their diets when possible, including carbohydrates as well as proteins. To do this, insects employ pre- and post-ingestive regulatory methods to maintain a nutritional balance of protein and carbohydrates. However, to our knowledge, no study appears to have addressed the relationships between protein:carbohydrate balance and plant secondary metabolites.
203 Several theoretical models have been proposed to depict nutritional interactions between the ecological environment (biotic and abiotic) and organisms (considered as the organism’s function, mechanism, development, and history as described by Tinbergen (1963)). Proposed models include Optimal Foraging Theory (MacArthur and Pianka 1966; Pyke et al. 1977),
Geometric Framework (Raubenheimer and Simpson 1993, 1994, 1997; Simpson and
Raubenheimer 1993; 1995; 1999), and Ecological Stoichiometry (Elser 2006). In this study, we manipulated macronutrient ratios (protein:carbohydrate) to use the Geometric Framework. The
Geometric Framework is a nutritionally explicit model that uses key variables from other frameworks to disambiguate effects of individuals and interactions of insects and nutritional components.
Plant defense compounds such as secondary metabolites, like tannins, may reduce growth of insect herbivores and decrease plant tissue digestibility. (Feeny 1968; Schultz 1989). Tannins are a subclass of polyphenols that have been shown to decrease protein digestion in insect herbivores by forming tannin–protein precipitates with dietary proteins (Barbehenn and
Constabel 2011; Bernays et al. 1989). Access to protein in insect diets is considered to help detoxify plant defenses that decrease host-plant nutrient quality (Lemoine and Shantz 2016;
Moise et al. 2019).
Fluctuations in plant chemistry and physiology may affect the population dynamics of many herbivorous insects (Altieri et al. 1984; Elkinton and Liebhold 1990; Muller and Orians
2018). For example, Liebhold et al. (2000) found that inter-annual fluctuations in gypsy moth
(Lymantria dispar) populations were significantly influenced by phytochemical changes in host foliage quality. The gypsy moth is a well-known example of a generalist insect herbivore that feeds on over 500 different species of plants, favoring species of Quercus, Populus, and Larix
204
(Davidson et al. 1999; Elkinton and Liebhold 1990; Sharov et al. 2002). There is a negative correlation between gypsy moth performance and concentrations of phenolics (including tannins) and protein in the diet (Lindroth and Bloomer 1991). Previous studies suggest that generalist insect herbivores may perform well on host plants containing toxic compounds if the nutritional quality of the host plant is optimal (e.g., Boeckler et al. 2014; Couture 2016).
In this study, we focused on the importance of macronutrient ratios
(protein:carbohydrate) in insect diets. We wanted to assess the interactive effects of nutrient ratios and allelochemicals (tannin) on gypsy moth performance. Dietary proteins and macronutrient ratios are known to affect gypsy moth performance (Rossiter 1987; Stockhoff
1993a). Furthermore, tannins are a common constituent of gypsy moth diets and may reduce larval performance (Lazarevic et al. 2017; Rossiter et al. 1988). Due to the protein-binding potential of tannins, we hypothesized that larvae fed diets with high protein:carbohydrate ratios and low tannin concentrations would (1) grow larger; (2) develop faster; and (3) have better performance in terms of nutritional indices than larvae fed diets with low protein:carbohydrate ratios and high tannin concentrations. We also hypothesized that larvae fed diets with high protein:carbohydrate ratios and high tannin concentrations would be able to eliminate tannin more readily than larvae fed diets with low protein:carbohydrate ratios and high tannin concentrations (Lazarevic et al. 2017; Rossiter et al. 1988).
METHODS
Insect Rearing Lymantria dispar eggs were provided by the USDA-APHIS, Otis Air National
Guard Base, Massachusetts. Larvae were reared in an environmentally controlled chamber
205
(25°C, 60% R.H., 14:10 h L:D period). Individual caterpillars were placed in clear plastic 2 oz. cups. Each larva received a weighed amount of a specific treatment diet.
Gypsy Moth Diets The artificial diet from Frontier Scientific (#F9630B, USDA Hamden
Formula) was used as a baseline for dietary needs, vitamins, and antibiotics. We used a 6 x 3 factorial experimental design with 6 levels of macronutrient ratios (protein:carbohydrate – 1:7,
1:5, 1:2, 1:1, 2:1, and 7:1) and three levels of % dry weight hydrolysable tannin (no tannin, 2.5%, and 5%). The base diet was the Frontier Scientific gypsy moth diet with known protein:carbohydrate ratios. We made additions of dextrose and casein to adjust the macronutrient (protein:carbohydrate) ratios. We added cellulose, a non-nutritional compound, to standardize the amount of water in the diets so that moisture content would not be a covariate between treatments. Tannic acid (purchased from Sigma-Aldrich Co., St. Louis, Missouri) was used to represent tannins in the diet because it is a type of hydrolysable tannin that is commonly found in many plants (Dawra et al. 1988; Feeny 1970). Gypsy moth larva can survive on diets containing high percentages of tannins (e.g., Schultz and Baldwin 1982). We were interested in establishing how tannin concentrations interact with macronutrient ratios and chose hydrolysable-tannin concentrations that would ensure survival (Feeny and Bostock 1968). We added tannic acid so that tannin was equal to 2.5% and 5% of the dry weight in the low-tannin and high-tannin treatments, respectively.
Effects of Diet on Gypsy Moth Performance Food was weighed and equally dispensed for each specific treatment. Cups were cleaned and replenished daily. Remaining food and frass
206 were collected, dried, and weighed. Remaining food was subtracted from the original amount given for each individual larva to calculate the amount eaten. For standardization of initial mass of food given and mass of food uneaten, we used a wet-to-dry mass regression. At the end of each stadia, dry masses of food and frass were used to calculate nutritional indices. Nutritional indices included approximate digestibility (AD), efficiency of conversion of ingested food (ECI), efficiency of conversion of digested food (ECD), relative growth rate (RGR) and relative consumption rate (RCR) from standard formulas (Scriber 1977; Waldbauer 1968). Once larvae molted into the 5th stadium, they were frozen, dried, and weighed. There is generally a difference in size between newly molted male and female 5th stadium larvae, but we did not find any significant differences in larval weight among the sexes and therefore did not separate them. The amount of tannin excreted in the frass was measured using a radial diffusion assay standardized with tannic acid, as described by Hagerman (2011).
Statistical Analyses Larval performance data were analyzed by multivariate analysis of variance
(MANOVA) because we had multiple dependent variables and wanted to minimize Type I statistical error. For those variables that were significant in the MANOVA, we used univariate
(ANOVA) tests followed by a Scheffé post hoc test of the main effects. We used IBM SPSS version 24 (IBM 2016).
207
RESULTS
To work within the parameters of the Geometric Framework, we used six macronutrient ratios
(see methods). However, due to high mortality and logistical reasons, the two lowest protein:carbohydrate ratios (1:7 and 1:5 macronutrient ratios) were not used in the analysis.
There were no statistical differences in larval development or nutritional indices until the
4th stadium (P range = 0.198–0.878). Because of this, only the 4th stadium data are discussed. A
MANOVA showed a statistically significant difference in gypsy moth performance for protein:carbohydrate ratio (Wilks’ λ = 0.561, P < 0.001), tannin concentration (Wilks’ λ = 0.002,
147 P < 0.001), and the interaction between protein:carbohydrate ratio and tannin concentration
(Wilks’ λ < 0.001, P < 0.001). Consequently, we used univariate ANOVA to test for significance of the dependent variables (Table 10; see below).
208
Table 10. Univariate ANOVA results of macronutrient ratio and tannin on growth and nutritional indices of fourth-instar gypsy moths. RGR = relative growth rate, RCR = relative consumption rate, AD = approximate digestibility, ECI = efficiency of conversion of ingested food, ECD = efficiency of conversion of digested food, TAE = tannic acid equivalents.
Protein:carbohydrate Protein:carbohydrate Tannin concentration ratio X tannin ratio concentration F P F P F P Fresh mass (g) 20.53 <0.001 2.91 0.058 6.57 <0.001 Dry mass (g) 3.71 0.007 0.962 0.385 2.07 0.044 Stadium duration (days) 60.94 <0.001 15.99 <0.001 11.12 <0.001 RGR (g/g/day) 27.58 <0.001 2.54 0.084 18.54 <0.001 RCR (g/g/day) 539.23 <0.001 799.65 <0.001 475.01 <0.001 AD (%) 7.91 <0.001 17.9 <0.001 3.58 0.001 ECI (%) 4.65 0.002 2.01 0.138 3.24 0.002 ECD (%) 3.83 0.006 2.43 0.093 2.38 0.008 Frass mass (g) 48.76 <0.001 120.35 <0.001 21.06 <0.001 Tannin concentration in frass (TAE) 253.93 <0.001 1587.23 <0.001 118.81 <0.001
Gypsy Moth Growth and Development Larval dry mass was significantly higher for larvae fed diets with high protein:carbohydrate ratios and high tannin content (Fig. 26A; F = 2.071, P =
0.04). Larval fresh mass increased as protein:carbohydrate ratios and tannin concentrations increased (Fig. 26B; F = 6.57, P < 0.001). With a minimum protein:carbohydrate ratio of 1:1, increasing tannin in the diet did not significantly increase development rates. At the lowest macronutrient ratio (1:2 protein:carbohydrate ratios), larvae fed diets with a high tannin concentration took longer to mature into the next stadium than larvae with low or no tannin (Fig.
27; P < 0.001, and P < 0.001, respectively). In contrast, larvae fed diets with macronutrient ratios at or above the 1:1 protein:carbohydrate ratio did not show significant differences in growth rate
209 with varying tannin concentrations (P range of 0.143–0.936). Larvae fed diets with the lowest protein:carbohydrate ratio had significantly longer stadia than any other macronutrient ratio (P <
0.001 for all treatment ratios).
AA B
Figure 26. Gypsy moth growth and development on diets with varying macronutrient ratios and tannin concentrations. A) The mean dry mass of larvae after molting into the 5th stadium and B) the mean fresh mass of larvae after molting into 5th stadium. Open diamond = No-tannin diet, open circle = low-tannin diets, and solid diamond = high-tannin diets.
210
Figure 27. The mean number of days for gypsy moth pupation from the 4th to the 5th stadium on diets with varying macronutrient ratios and tannin concentrations. Open diamond = No-tannin diet, open circle
= low-tannin diets, and solid diamond = high-tannin diets.
Gypsy Moth Consumption, Digestibility, and Conversion Efficiency High tannin concentrations significantly decreased efficiency of conversion of ingested food (ECI) when protein:carbohydrate ratios were greater than 1:1 (Fig. 28A; F = 3.24, P = 0.002). Tannin alone did not influence gypsy moth ECI (F = 2.01, P = 0.138). ECI was highest for diets containing a
1:1 protein:carbohydrate ratio (P = 0.023). Except for the low protein:carbohydrate ratio (1:2), there is a general trend that high-tannin diets have a higher approximate digestibility (AD) (Fig.
28B; F = 7.91, P = 0.001). Diets with the lowest macronutrient ratio (1:2) had an opposite trend, where greater tannin concentrations had a significantly lower AD (P = 0.022).
Larvae fed the lowest protein:carbohydrate ratio (1:2) had a significantly lower RCR than other protein:carbohydrate ratios (Fig. 28C; P < 0.001 for all treatments). For the 1:2 protein:carbohydrate ratio, larvae with no tannin diets consumed significantly more than larvae fed the high tannin treatments (P < 0.001).
211
A B
C
Figure 28. Gypsy moth consumption, conversion efficiency, and food digestibility on diets with varying
macronutrient ratios and tannin concentrations. A) The mean efficiency of conversion of ingested food
(ECI) for 4th stadia larvae, B) the mean approximate digestibility (AD) of food by larvae in the 4th stadium, and C) the mean relative consumption rate (RCR) of larvae during the 4th stadium. Open diamond = No-tannin diet, open circle = low-tannin diets, and solid diamond = high-tannin diets.
212
Gypsy Moth Excretion of Frass and Tannin As protein:carbohydrate ratios increased and tannin concentrations decreased in the diet, larvae excreted a greater amount of frass (Fig. 29A;
F = 21.06, P < 0.001). The exception to this pattern were larvae fed diets with a 1:2 protein:carbohydrate ratio. Larvae on this diet had significantly greater amounts of frass excreted with high tannin concentrations in the diet (P < 0.05 for all tannin treatments).
There were significantly higher concentrations of tannin excreted in the frass of larvae fed a 2:1 protein:carbohydrate and high tannin diet (Fig. 29B; F = 118.81, P < 0.001) than larvae on any other diet. There was a trend of increasing tannin concentration in the frass as the protein:carbohydrate ratio increased, peaking at the 2:1 protein:carbohydrate ratio. Larvae fed diets with a 7:1 protein:carbohydrate ratio exhibited a significant decrease in tannin concentration in the frass. As tannin concentration increases in the diet, the concentration of tannin excreted in the frass increased proportionately across each protein:carbohydrate ratios
(ANCOVA with protein:carbohydrate ratio as the covariate, F = 121.96, P < 0.001). In general, the tannin concentration in the frass increased as protein:carbohydrate ratios increased, peaking at the 2:1 protein:carbohydrate ratio. The 7:1 protein:carbohydrate ratio had the lowest tannin concentration in the frass, regardless of the tannin concentration.
213
A B
Figure 29. Gypsy moth frass excretion amount and tannin concentrations on varying diets of macronutrients and tannin. A) the mean frass excreted from individual larvae during the 4th stadium (g) and B) the mean concentration of tannin in tannin acid equivalents (TAE) of larvae during the 4th stadium. Open diamond = No-tannin diet, open circle = low-tannin diets, and solid diamond = high-tannin diets.
DISCUSSION
Early insect nutritional ecologists focused on the importance of protein in the insect’s diet (e.g.,
Crawley 1983; White 1993). In the past few decades, insect nutritional ecologists have developed new frameworks, such as the Geometric Framework, to capture the dynamic variables involved in optimal nutrient acquisition (Raubenheimer and Simpson 1994, 1997; Simpson and
Raubenheimer 2001). Few studies have examined the relationship between macronutrient ratios and other nutritional elements such as tannins (Simpson and Raubenheimer 2001; Trier and
Mattson 2003). Many studies have suggested that tannins decrease available dietary proteins
(e.g., Arnold and Schultz 2002; Peters and Constabel 2002; War et al. 2012), begging the question of how nutrient ratios effect herbivore performance when tannins are present.
Vegetative leaf quality may vary due to phenological, ontogenetic, and physiological changes
214 within a plant (Baldwin et al. 1987; Baldwin and Schultz 1983; Muiruri et al. 2019). Gypsy moths are generalist herbivores who must deal with continually changing plant phytochemistry.
This study produced several anomalies that contradicted our original predictions. Due to high mortality rates with relatively low protein:carbohydrate ratio diets (1:7 and 1:5) and logistical reasons, we were unable to fully compare the impact of low protein:carbohydrate ratio diets on gypsy moth larval growth and nutritional indices. We were still able to ascertain valuable information about how macronutrient ratios effect gypsy moth larvae’s ability to perform on tannins.
As we predicted, larvae fed diets with higher protein:carbohydrate ratio weighed more than those with lower protein:carbohydrate ratio diets. Surprisingly, tannin increased larval weight as well. In this last-mentioned regard, Hemming and Lindroth (1995) also found a positive correlation between tannin concentrations and pupal mass, but did not explicitly address this issue. One possible reason may be that lipophorins, (a class of lipoproteins that are formed in the insect hemolymph to transport lipids for absorption and storage (Chino et al. 1981) and believed to bind to tannins (Martin and Martin 1984; Tebib et al. 1994)), are unable to be transported once bound in a tannin–protein precipitate and therefore accumulate. Further research is needed to understand the relationship between increased body mass and tannin.
While teasing apart multivariate interactions is a daunting task, there is one key pattern that stands out in our data. Tannin has a reverse effect when protein:carbohydrate ratios fall below a 1:1 ratio on many of the response variables measured (i.e., stadium duration, approximate digestibility, relative consumption rate, and frass dry mass). For example, we expected that larvae with tannin in their diet should have a reduction in approximate digestibility
(AD) because tannins may inhibit protein digestion in some insects (Feeny 1970; Hafeez et al.
215
2019; Klocke and Chan 1982). At a 1:2 protein:carbohydrate ratio, tannin did decrease AD of the food, but at protein:carbohydrate ratios of 1:1 or greater, tannin increased the AD of the food.
Locusts fed on grasses with high protein:carbohydrate ratios are unable to assimilate as much protein as those fed on grasses with lower protein:carbohydrate ratios (Clissold et al.
2006). Clissold et al. (2006) concluded that excess protein in the diet impeded adequate assimilation of protein into biomass. This could explain why gypsy moths more readily digest high protein diets when tannin concentrations are higher. Diets with excess protein and inadequate carbohydrate availability may not be optimal for gypsy moths to properly use the protein. Adding tannin, a protein-binding molecule, may bind to the excess protein, enabling gypsy moth larvae to better digest food with higher protein:carbohydrate ratios.
Despite a higher approximate digestibility of food, the development time was much longer for the larvae fed diets with a low protein:carbohydrate ratio than those with a high protein:carbohydrate ratio. There appears to be a tradeoff between stadium duration and AD. It may be that nutrients are more efficiently used by gypsy moth larvae on low protein:carbohydrate ratio diets at the cost of development time. For example, Trakimas et al.
(2019) found a trade-off between nutrient assimilation and development speed in western stutter- trilling crickets (Gryllus integer). Crickets that had significantly higher body carbon developed more slowly than those that had significantly higher protein concentrations in their body
(Trakimas et al. 2019). We found that at low protein:carbohydrate ratios, gypsy moths consumed food at a slower rate, and consequently grew more slowly. However, the larvae from low protein:carbohydrate ratio foods had a much higher AD. These larvae consumed less food but incorporated more of it into growth and metabolic functions at the cost of increased stadium duration. This may have to do with the gypsy moths’ ecology. Gypsy moths are known to slow
216 growth and consumption during the 4th and 5th stadium. Our data is from the 4th stadium, where the larvae may be going through physiological changes, and are more likely to allocate nutrients to physiological aspects of development. There may be a tradeoff for the gypsy moth larvae on the low protein:carbohydrate ratio diets to allocate nutrients to physiological changes at the cost of overall development rate (i.e., it may be more important to take a longer time and properly mature than to quickly develop and not be properly matured). Tannin in the diet further increased stadium duration (Fig. 28). Our findings are consistent with other studies that found that phenolics in the diet of gypsy moths increased the time needed to develop from the 4th instar into the 5th instar (Hemming and Lindroth 1995; Roth et al. 1994).
For high tannin diets, the efficiency of conversion of ingested food (ECI) decreased with increasing protein:carbohydrate ratios, for all diets except the 1:2 protein:carbohydrate ratio diet.
This means that increasing the protein in the diet did not aid gypsy moths’ conversion of food ingested as we predicted it would.
Again, there is a reversed effect of tannin on the amount of frass produced. Tannin increased the amount of frass produced by gypsy moth larvae for low protein:carbohydrate ratios
(1:2) but decreased frass produced for all other macronutrient ratios (Fig. 29A). Decreased frass production with increased protein:carbohydrate ratios again support the previous idea that tannin–protein precipitates are accumulating in the gypsy moths’ system.
Regarding tannin found in the frass, our findings support the idea that generalist herbivores, such as gypsy moths, have found a way to tolerate tannins in the diet. Mechanisms for tolerating tannins have been found in several other generalist insect herbivore species (e.g.,
Barbehenn and Martin 1992; Berenbaum 1983; Martin et al. 1987). Herbivores may use lysophospholipids to bind to proteins (De Veau and Schultz 1992) or alter gut pH to be more
217 basic (Appel and Maines 1995; Martin and Martin 1984) to minimize negative effects of tannins in their diets. It is possible that physiological processes for eliminating the effects of tannins might have altered tannin structure so that it did not register in our radial diffusion assay.
Is there an optimal protein:carbohydrate ratio? Insects are not always limited by protein in their diets. For example, Schroeder (1986) studied yellow-necked caterpillars, Datana ministra, that were fed American basswood/linden, Tilia americana (Malvaceae) with and without added protein. When receiving high-protein diets, Schroeder found that these caterpillars developed faster and did not metabolize the protein compared to those caterpillars receiving no protein supplement. Schroeder (1986) concluded that additional protein in the diet may impose an osmotic imbalance, leading to improper assimilation of excess proteins. Optimal macronutrient ratios may also reflect ontogenetic changes as gypsy moths mature (Stockhoff 1993a). Stockhoff
(1993b) further found that mean protein in the gypsy moth diet cannot be used as a predictor of growth and that macronutrient ratio interactions in the diet may play a more important role in protein utilization and assimilation than the amount of protein alone. Furthermore, a study by
Trier and Mattson (2003) found that as carbohydrate increased in the diet of budworm
(Choristoneura fumiferana), the larvae were able to assimilate more protein into growth. Diets that contained high protein, but low carbohydrates, had a lower assimilation of protein into growth and allocated more protein into metabolic processes (diet-induced thermogenesis) (Trier and Mattson 2003).
To our knowledge, there have been no studies that define the optimal diet for gypsy moth larvae (Lymantria dispar). Numerous studies have repeatedly found that gypsy moth larvae perform better on high protein diets (e.g., Jankovic-Tomanic and Lazarevic 2012; Lindroth et al.
218
2008; Stockhoff 1993b). However, no studies have claimed an optimal protein:carbohydrate ratio. The artificial diet that we used is a standard diet produced by the USDA and commonly used in laboratory experiments. Grayson et al. (2015) showed that gypsy moths perform better on natural hosts than on artificial diets. The reason for this has yet to be explained. The USDA artificial diet consists of a protein:carbohydrate ratio of 7:1. We assumed at the start of the experiment that the optimal diet was high protein, (in line with Optimal Foraging Theory assumptions) and that the artificial diet used, mimicked the gypsy moth’s optimal diet. Our study suggests that when tannin is not present, larvae fed a diet with 7:1 protein:carbohydrate ratio grew larger than lower protein:carbohydrate diets, but do not develop faster when they are fed a
1:1 protein:carbohydrate ratio or greater. Furthermore, we also found in this study that larvae fed a diet with a 7:1 protein:carbohydrate ratio without tannin also have a higher relative consumption rate which may account for the larger size. When tannin is present in the diet, we found that there are trade-offs between larger size and amount of time needed to develop.
Specifically, larvae with high tannin concentrations tend to be larger, but also develop more slowly.
CONCLUSIONS
Our study suggests that generalist herbivores, such as the gypsy moth, may require optimal protein:carbohydrate ratios rather than just high amounts of protein depending on the presence of tannin in the diet. Many studies have shown the positive effects of increased protein alone (Lee et al. 2010; Stockhoff 1993a) and negative effects of tannin (Feeny 1968; Schultz 1989). We need to further analyze how generalist herbivores may use fitness tradeoffs or alter diets to achieve optimal macronutrient ratios in response to plant secondary metabolites. The need to
219 analyze macronutrient ratios rather than individual macronutrient amounts supports the
Geometric Framework over the classical Optimal Foraging Theory approach.
220
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228
CHAPTER VII
CONCLUSIONS AND RECOMMENDATIONS FOR FUTURE RESEARCH
OVERVIEW
The effects of herbivory on plant defenses are difficult to measure, primarily due to the complexity of plant-defense expression and variability of herbivore pressures in a given environment (Erb 2018; Poleman and Kessler 2016). Current plant-defense studies focus on understanding how evolutionary and ecological pressures drive the expression of plant-defense traits (Agrawal and Hastings 2019; Ballaré and Austin 2019). Scientists have formulated numerous plant-defense hypotheses (see Chapter I), but we have yet to fully understand and make accurate predictions of how these evolutionary and ecological selective pressures interact to shape plant-defense expression (Agrawal 2020; Erb 2018). For example, the growth- differentiation balance hypothesis (Herms and Mattson 1992; Loomis 1932) has been supported by numerous studies (e.g., Guo et al. 2018; Hattas et al. 2017; Perkovich and Ward 2021a), but we have yet to understand why this pattern is scale-dependent (i.e., only observed at higher taxonomic levels and is not observed within species (Agrawal 2020; Barto and Cipollini 2005)).
This dissertation aimed to investigate the effects of herbivory on key Quercus species to develop a further understanding of phylogenetic constraints and herbivore-community dynamics on the expression of plant-defense traits.
229 SUMMARY AND FUTURE DIRECTIONS
Phylogenetic constraints on plant defenses - Chapter II (Herbivore-induced defenses are not under phylogenetic constraints in the genus Quercus (oak): Phylogenetic patterns of growth, defense, and storage) and Chapter III (Aboveground herbivory causes belowground changes in twelve oak (Quercus) species: A phylogenetic analysis of root biomass and nutrient re- allocation) of this dissertation analyzed the effects of location (apical vs. lateral tissue damage) and intensity (25% vs. 75% tissue removal) on oak responses to herbivory. We found that there were limited phylogenetic constraints on induced responses, both above- (Chapter II) and belowground (Chapter III). This could suggest that phenotypic plasticity (i.e., variations in genotypes to produce multiple phenotypes) may explain the patterns of simulated herbivory.
However, adaptive phenotypic plasticity (caused by selective pressures unique to that organism’s environmental surroundings sensu Bayonee Mboumba and Ward 2008; Conover and Schultz
1995; Ghalambor et al. 2007) could also be an important process involved in plant-defense expression in the genus Quercus (Ackerly 2002; Cavender-Bares et al. 2004). Different types of phenotypic plasticity can uniquely contribute to adaptive phenotypic plasticity when populations are faced with new or altered environments (Ghalambor et al. 2007). Adaptive phenotypic plasticity should promote establishment and persistence in a new environment, as long as there is selection that will cause adaptive divergence between populations (Ward et al. 2012).
Comparative methods such as the ones performed in Chapters II and III are unable to differentiate between confounding mechanisms unless genetic variation and covariation is directly measured (de Villemereuil et al. 2018; Leroi et al. 1994). However, a quantitative genetic analysis of expressed traits was outside of this dissertation’s goals (e.g., Anderson et al.
2013; Anderson and Gezon 2015). Furthermore, interactions between genotype and environment
230 are some of the most influential phenomena that create the ecological environments we observe
(Pigliucci 2005). Commonly, these studies are performed on short-lived organisms (e.g., Gao et al. 2018; Volis 2009). However, long-lived organisms, such as oaks, offer opportunities to study evolutionary processes on a spatiotemporal scale (Du et al. 2020; Long et al. 2017). Future studies may explore quantitative-genetic patterns and genotype-by-environment interactions on long-lived organisms to create a better understanding of the evolutionary drivers that determine induced-trait expression.
Previous studies that have examined phylogenetic constraints on oak defenses have come to different conclusions (Moreira et al. 2018; Pearse and Hipp 2012). When testing plant-defense hypotheses, it is important to understand the limitations within studies and to acknowledge how the differing limitations may affect the conclusions. For example, Pearse and Hipp (2012) found that variations in oak-defense traits could be partly explained by phylogeny, although these authors also showed that there was a pattern of association that was consistent with a seasonality gradient and was consistent with the resource availability hypothesis. However, Moreira et al.
(2018) concluded that there was no phylogenetic signal for most oak-defense traits but there were significant differences between Palearctic and Nearctic Quercus species (i.e., at a higher taxonomic level). It is difficult to compare the results from Pearse and Hipp (2012) and Moreira et al. (2018) because of the differences in experimental design. For example, Pearse and Hipp
(2012) failed to consider differences between constitutive and inducible leaf defenses.
Contrastingly, Moreira et al. (2018, 2020) considered differences in the types of defenses; however, their design ignored differences in locations and intensities of herbivore feeding.
There are additional challenges to interpreting results of phylogenetic comparative analyses (Cavender-Bares et al. 2009; Freckleton 2009; Cornwell and Nakagawa 2017). To
231 properly analyze and make conclusions from phylogenetic comparative studies, one must understand the limitations of the statistical approach used (Folk et al. 2018). The first limitation to consider is sample size. Phylogenetic comparative methods struggle to detect phylogenetic signal with a limited number of species (Münkemüller et al. 2012). There are over 600 extant species of oaks (Nixon 1997; Quercus 2017); sampling from every oak species is clearly impractical, especially because replication is fundamental (Freckleton 2009; Weber and Agrawal
2012). Instead of focusing on phylogenetic signal and strength as done in phylogenetic least squares regressions (PGLS; Chapter II), plant-defense studies could utilize phylogenetic principal components analyses (pPCA; Chapter III) or similar methods to generate overall patterns. For example, in Chapter II, response patterns were not easily detected when analyzing individual species’ responses due to within-species variation (see Fig. 4, 5). However, we found patterns in sections of the oak phylogeny where, for example, Quercus section Lobatae differed from Quercus section Quercus by having a greater investment in defenses and less in growth
(i.e., higher taxonomic level, shown in sign-test analysis in Chapter II). Furthermore, the usefulness of pPCA originates from how ecologists analyze trait associations. Ecosystems are inherently multi-dimensional. Because of this multi-dimensionality, ecologists frequently focus on the many covarying traits using multivariate analyses (Hervé et al. 2018; James and
McCulloch 1990; Nye 2011). Multivariate analyses allow for the analysis of relationships between multiple dependent variables (Grimm and Yarnold 1995; Wang et al. 2018). However, some multivariate analyses, such as linear regressions, assume the absence of multicollinearity among dependent variables (Dennis 2018; Grimm and Yarnold 1995). The different methods of statistical analysis prompt differential interpretations and discussions of evolutionary mechanisms that may be driving the expressed phenotypes in Chapters II and III. While each
232 chapter contained different datasets, the difference in statistical approaches generated fundamentally distinct methods of data interpretation. When using PGLS in Chapter II, we struggled to find overall patterns, especially at the within-species level (Fig. 4 and 5). We ascertained that response traits were often species-specific. Subsequently, when we used a pPCA in Chapter III, we also found that trait expression was species-specific, but we were able to make further inferences on which traits were possibly adaptive for specific treatments (i.e., location and intensity of herbivory). I do not mean to suggest that one method is better than another (PGLS vs. pPCA), but I wish to highlight that both methods have limitations that should be recognized. For example, using a pPCA (Chapter III), we were unable to analyze bivariate traits and therefore were unable to determine evolutionary trade-offs as we did with PGLS
(Chapter II). As with all statistical methods, the ecological question drives method selection
(Stephens et al. 2007; Zuur et al. 2007; Cadotte et al. 2017). My effort for discussing differences in interpretations of statistical methods is to highlight that studies should also consider the ecological correlations that are possible in their experimental design. For studies with many variables, some of which may be collinear, pPCA methods may be the better approach to reduce multi-dimensionality (Nye 2011).
Leroi et al. (1994) suggested that lower taxonomic levels may experience greater phylogenetic effects on trait expression. More recently, plant defense studies have shifted to focus on correlations among defensive phenotypes and less so on the expression of a single trait
(Agrawal and Hastings 2019; Erb 2018; Züst and Agrawal 2017). Interestingly, when we analyze trait correlations and not the expression of individual traits, phylogenetic patterns are often lost when analyzed at the within-species level (Agrawal 2020). So why do individual traits display phylogenetic patterns, but correlations of these traits do not? This may largely be due to trade-
233 offs within species being constrained physiologically (Agrawal 2020; Coley and Kursor 1996;
Herms and Mattson 1992) or genetically (Agrawal and Hastings 2019; Tiffin and Rausher 1996).
Competitive ecological demands are experienced over time and space, so we do not necessarily expect a trade-off to exist within species (Agrawal 2020; Sartori et al. 2019; Wang et al. 2019).
We should still ask questions and make predictions about species-level trait correlations but interpret our results with caution. We can confidently draw conclusions about trait evolution at the species level if we find significant trait relationships after correcting for phylogeny.
However, ascribing specific evolutionary drivers is difficult. Albeit a rigorous and monumental task, testing hypothesized drivers through experimental manipulation may help to differentiate among a plethora of evolutionary mechanisms (Perkovich and Ward 2021a; Weber and Agrawal
2012).
Differentiation of defense syndromes dependent on herbivore type Expressing differentiated defense syndromes may be an effective strategy to maintain suboptimal nutritional quality due to differences in herbivore feeding behavior and physiology (Okamura et al. 2016; Perkovich and
Ward 2021b, submitted). We found that differentiation of defense syndromes may be adaptive, depending on the type of herbivore present (Chapter IV - Differentiated defense syndromes in response to varying herbivore pressures: oak trees increase defenses in response to insects and decrease nutritive quality in response to deer). In response to mammalian herbivory, trees invested more heavily in growth and reduced nutrient quality of foliar tissues. Contrastingly, trees increased total tannin production in response to insect herbivores. Mammal and insect herbivores have vastly different physiologies, which include, but are not limited to, differences in nutritional requirements and antinutritional tolerances (Rosenthal and Berenbaum 2012). For
234 example, tannins are often not as effective of a defense against large mammalian herbivores because they possess tannin-binding proteins in their saliva (Schmitt et al. 2016; Ward et al.
2020). Insects lack tannin-binding salivary enzymes, so that tannins may be a successful defense against insect herbivores (Barbehenn and Constabel 2011). Our findings suggest that individual plants may differentiate against herbivore types and adjust their defensive responses accordingly.
This opens an interesting avenue for future research to explore the simultaneous expression of multiple plant-defense syndromes.
Some simultaneously expressed traits could correlate with volatile organic compounds
(VOCs; Schmitt et al 2020). VOCs are plant defense compounds that are released as gases. The expression of VOCs may act as attractants (Kalske et al. 2019; Ranger et al. 2010) or deterrents to herbivores (Scokzek et al. 2017; Schmitt et al. 2020). Olfactory cues such as plant odors have largely been overlooked (Bedoya-Pérez et al. 2014; Schmitt et al. 2018). However, the use of plant VOC’s could give insight to selective pressures on both plant defenses and herbivore foraging decisions. That is, plants may use VOCs to prevent damage before herbivory occurs
(Bedoya-Pérez et al. 2014). Likewise, herbivores may use VOCs as pre-ingestive cues or as cues to make long-range foraging decisions (Villalba et al. 2015; Schmitt et al. 2018). Future observations of volatile organic compounds (VOCs) should prove to be powerful tools to understand pre-ingestive cues (Schmitt et al 2020).
By conducting a before, during, and after experiment with insect outbreaks, we found further differentiation of defense strategies on a temporal scale (Chapter V - Periodical cicadas increase defenses in North American forest trees: before, during, and after a mass outbreak). We suggest that ecologists should take advantage of large insect outbreaks to explore patterns of plant defenses in a community, particularly because of the high phenotypic plasticity of plant-
235 defense traits. Statistical analyses of plant-defense concentrations are often inconclusive due to within-species variation (Dodd et al. 1999; Ives et al. 2007). For example, we were unable to determine differences among simulated-herbivory treatments in the greenhouse for many individual oak species, including the white oaks (Q. alba) that are consumed by periodical cicadas (Chapter II). However, when we analyzed defense-trait expression of white oaks during the periodical cicada outbreak, we were able to see clear patterns despite the within-species variation (Chapter V). This may occur because, during insect outbreaks, these herbivores act as a greater selective pressure for particular defense traits than non-outbreaking insect herbivores.
Extreme outbreak events, such as the periodical cicada, offer an opportunity to make powerful observations of plant-defense expression.
How effective are oak defense syndromes against herbivores? There are several frameworks for nutritional ecology that predict optimum nutritional requirements for herbivores (i.e., optimal foraging theory (Pyke 1984; Owen-Smith et al. 2010; Ruedenauer et al. 2016), the geometric framework for nutrition (Simpson and Raubenheimer 1995; Simpson and Raubenheimer 2012), and ecological stoichiometry (Sterner and Elser 2002)). Nutritional ecologists have not identified a single framework to satisfy the criterion for ecological applications (Raubenheimer et al.
2009). However, recent studies have largely supported the geometric framework (e.g., Helm et al. 2017; Morimoto and Lihoreau 2020; Perkovich and Ward 2020) which predicts that optimal macronutrient ratios are more important than overall protein and/or energy consumption (as predicted by optimal foraging theory sensu Pyke 1984). Most recently, Raubenheimer and
Simpson (2018) have further suggested that the geometric framework provides a more accurate prediction of nutritional requirements because it integrates the other proposed theories. Protein is
236 indeed an important dietary component (as promoted by optimal foraging theory), but optimal macronutrient ratios may play a more vital role than protein consumption alone (Raubenheimer and Simpson 2018; Perkovich and Ward 2020). Generalist herbivores may be able to tolerate acceptable concentrations of antinutritional compounds in their diet, given an optimal ratio of macronutrients (Chapter VI - Protein: carbohydrate ratios in the diet of gypsy moth Lymantria dispar affect its ability to tolerate tannins). Further research in both nutritional ecology and chemical ecology should begin to incorporate findings from each other’s fields so that nutritional ecologists incorporate antinutritional dietary components as well as macronutrient ratios within optimal foraging strategies and chemical ecologists begin to incorporate varying macronutrient ratios as well as plant defense concentrations into their studies (Shrader et al. 2012).
Where do we go from here? It is clear that several fields of study have a consistent overlap in their research questions and approaches. These fields should begin to concentrate on creating a better dialogue (i.e., ecologists and evolutionary biologists, nutritional ecologists and chemical ecologists). I want to focus on what the future of chemical ecology could look like. The findings of this dissertation have made it quite clear that plants invest in multiple defense syndromes dependent on herbivore pressures. Chemical ecologists need to focus on plant secondary metabolite production as well as variations in nutritional quality to fully understand how herbivores are making foraging decisions, that ultimately influence the evolution of plant defenses. A better understanding of the interaction of nutritional and antinutritional factors should provide an improved framework to make predictions about herbivore foraging decisions as well as the trajectory of the evolution of plant defenses. Furthermore, chemical ecologists should start exploring the various classes of plant secondary metabolites to understand plant
237 defense on a multi-dimensional level. That is, we largely understand how plant defenses work as post-ingestive cues, but some compounds may play a larger role in foraging decisions before ingestion occurs. Future research should focus on identifying pre-ingestive cues in Quercus that may affect herbivore foraging decisions.
238
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