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Why Do Pine Processionary Caterpillars Thaumetopoea Pityocampa (Lepidoptera, Thaumetopoeidae) Live in Large Groups? an Experimental Study

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Why Do Pine Processionary Caterpillars Thaumetopoea Pityocampa (Lepidoptera, Thaumetopoeidae) Live in Large Groups? an Experimental Study Ann. Zool. Fennici 40: 505–515 ISSN 0003-455X Helsinki 15 December 2003 © Finnish Zoological and Botanical Publishing Board 2003 Why do pine processionary caterpillars Thaumetopoea pityocampa (Lepidoptera, Thaumetopoeidae) live in large groups? An experimental study Tomás Pérez-Contreras1*, Juan J. Soler1 & Manuel Soler2 1) Estación Experimental de Zonas Áridas (CSIC), General Segura 1, 04001-Almería, Spain (*e-mail: [email protected]) 2) Departamento de Biología Animal y Ecología, Campus Universitario de Fuentenueva, Facultad de Ciencias, 18071-Granada, Spain Received 10 Mar. 2003, revised version received 31 July 2003, accepted 6 Aug. 2003 Pérez-Contreras, T., Soler, J. J. & Soler, M. 2003: Why do pine processionary caterpillars Thaume- topoea pityocampa (Lepidoptera, Thaumetopoeidae) live in large groups? An experimental study. — Ann. Zool. Fennici 40: 505–515. Optimal group size of gregarious larvae is the result of a trade-off between the costs and benefi ts undergone by individuals living in groups of different sizes. Thus, females should adjust their clutch size to an optimal-minimum group size. In this study, we experimentally manipulated the size of colonies of pine processionary caterpillars, a capital breeder species, to test the hypothesis that a large group size enhances larval growth and survival. We also explored whether this relationship fi ts a quadratic or an asymptotic curve and estimated an optimum or a minimal-optimum group size. The results showed signifi cant differences in the fi nal larval sizes in the various treatments, being greater in the larger groups. In addition, according to the existence of a mini- mal-optimum group size, we found that a Piecewise Linear Regression fi ts the above relationship better than does a linear regression. Groups larger than 32 individuals did not differ in growth or survival parameters. Although the number of dead larvae per group did not differ between experimental treatments, large experimental colonies suf- fered a lower percentage of mortality. Thus, the probability of reaching the pupal stage was greater for larvae from large colonies because of dilution effects. Our results dem- onstrated a minimum group size, above which group size did predict larval growth or mortality, thereby explaining why pine processionary caterpillars live in large groups. Introduction capacity to locate food (Bowers 1993, Fitzgerald 1993). However, group living may also exact In nature, groups of animals can be considered costs such as increased competition for resources as “true social” groups or as mere associations of (Day 2001) and conspicuousness that could individuals that prefer to forage, breed, or defend attract predators (Elgar 1989). Therefore, an opti- against predators in groups (i.e. fl ocks, colonies). mal group size is the result of a trade-off between Living in groups may confer benefi ts such as costs and benefi ts associated with different group stronger defences against predators and greater sizes, these depending on environmental condi- 506 Pérez-Contreras et al. • ANN. ZOOL. FENNICI Vol. 40 tions and specifi c life-history traits (Stamp 1981, berg 1991) and parasitism (Dobson 1988), Rannala & Brown 1994, Uetz & Hieber 1997). increased competition for food between group- In the case of insects, larval aggregation is ing larvae (Damman 1991, Le Masurier 1994) relatively frequent and occurs mainly in a taxo- and greater visibility to predators (Stamp 1981, nomically diverse array of Lepidoptera species Le Masurier 1994). The presence of conspicuous (Fitzgerald 1993). Gregarious larvae have the non-warning coloration in gregarious species advantage of a higher foraging effi ciency (feeding may prove costly because these individuals are facilitation), because aggregation may facilitate more easily discovered by potential predators. the establishment of a feeding site for fi rst-instar This may also be the case for warning-coloured siblings (Shiga 1976), or enhance the ability to individuals if their defences are not effective overcome morphological (i.e. trichomes, Young against some predators (Guilford 1990). Thus, & Moffett 1979) or chemical (Neuvonen & above a certain group size, costs associated with Haukioja 1991, Tallamy & Raupp 1991) defences competition or coexistence among group mem- of their host plant. As a result, larval growth rate bers may exceed advantages associated with is positively related to aggregation level in some cooperation (Zemel & Lubin 1995). species (Long 1953, Lawrence 1990). Group Therefore, optimal group size would be the living may also enhance defence against natural result of the trade-off between the costs and ben- enemies, given that larger larval aggregations efi ts described above (e.g. Wilson 1975, Krebs & reportedly have lower mortality rates from natu- Davies 1993). However, optimal group size has ral enemies than do smaller groups or solitary two limitations. First, individuals in a group may individuals (Lawrence 1990, Fitzgerald 1993; but attain different pay-offs and may have different see Stamp (1981) for an opposite pattern in Lepi- optimal groups sizes, and second, optimal-sized doptera). Moreover, individuals living in groups groups may be unstable because they tend to may have a lower risk of being attacked by be joined by individuals from smaller groups predators because of the stronger warning signals (Krebs & Davies 1993). Adult fi tness and adult (Guilford 1990, Bowers 1993, Fitzgerald 1993, body size, which is related to fecundity (e.g. Alatalo & Mappes 1996), chemical, and behav- Spurgeon et al. 1995, Webber & Ferro 1996, ioural (twitching) defences (Stamp 1982, 1984, García-Barros 2000), depend on larval growth Peterson et al. 1987, Vulinec 1990), or simply and size, but ultimately on larval survival because of the dilution effect (Foster & Treherne (Kamata & Igarashi 1995). Moreover, group 1981, Wcislo 1984), which is purely a question size, which is determined mainly by clutch size of probability without requiring any complex (Sillen-Tullberg 1988, Gregiore 1988), is posi- or cooperative behaviour. To some extent the tively related to larval survivorship and growth, dilution effect may be offset by the increased as suggested by fi eld and laboratory experiments number of attacks on larger and more conspicu- (e.g. Denno & Benrey 1997, Fordyce & Agrawal ous groups, but usually the net effect probably 2001, Nahrung et al. 2001). Since large groups favours living in a group (Krebs & Davies 1993). may also suffer repercussions (see above), evi- Larger groups of caterpillars are also able to con- dence of stabilizing selection acting on larval struct leaf or web shelters that provide effective group size has been detected in several insect protection from invertebrate predators (Damman species (e.g. Matsumoto 1990, Crowe 1995). 1987). Another advantage to larval aggregation The pine processionary (Thaumetopoea is the facilitation of thermoregulation by group pityocampa) is a highly abundant moth species basking (Casey 1993, Fitzgerald 1993), because with larvae that constitute the main pest of pines high body temperatures in aggregated larvae in the Mediterranean region. Females lay only result in a high foraging rate, fast digestion, or in one clutch (capital breeder), and, after hatching, an effective escape from natural enemies (Casey highly gregarious larvae normally build a single et al. 1988, Stamp & Bowers 1990a, 1990b, nest where all siblings stay while not feeding. 1990c, Fitzgerald 1993). The larvae, highly gregarious in all growth Documented disadvantages of group living stages, stay on the same tree while food is not a include higher risk of infectious disease (Hoch- limiting factor. When more than one clutch per ANN. ZOOL. FENNICI Vol. 40 • Why do pine processionary caterpillars live in large groups? 507 pine exists, larvae from different clutches may is the most abundant, representing some 90% of group and build a single nest to share (Douma- the trees. The research site is a young forestation Petridou 1989). Thus, clutch size determines area with an average pine height of four meters. colony size when there is only one clutch per tree Distance between pines is quite uniform, about because the number of eggs hatched is strongly 4–5 meters. and positively related to clutch size (T. Pérez- Contreras & J. J. Soler unpubl. data); however if more than one clutch exists in the same tree, Study species clutch size determines the minimum group size only. Due to the hypothetical costs associated The pine processionary caterpillar is highly with small groups, females should adjust their gregarious and is distributed throughout south- clutch size to that related to an optimal-minimum ern Europe being the principal defoliator of group size because of the possibility that more pines in the Mediterranean region (Devkota than one female may be laying in the same tree & Schmidt 1990). The fl ight and egg-laying and offspring therefore may be suffering the costs period, though depending on factors such as associated with groups larger than the optimum. weather and altitude, usually spans from May In the present study, we experimentally to October (Douma-Petridou 1989). Females lay manipulated the size of pine processionary a single cylindrical clutch that is covered with colonies within their natural range, and tested scale-like hairs. Oviposition covers one or two the hypothesis that a large group size enhances pine needles, predominantly from the base of larval growth and survival. We used clutches that the needles towards
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