Bioremediation Journal, 12(2):98–110, 2008 Copyright c 2008 Taylor and Francis Group, LLC ISSN: 1088-9868 DOI: 10.1080/10889860802060469
Increased Capacity for Polycyclic Aromatic Hydrocarbon Mineralization in Bioirrigated Coastal Marine Sediments
Michael T. Montgomery,1 Christopher L. Osburn,1 ABSTRACT Bioirrigation of marine sediments by benthic infauna has the Yoko Furukawa,2 potential to increase both the rate and depth of bacterial mineralization of 3 and Joris M. Gieskes polycyclic aromatic hydrocarbons (PAHs) by recirculating oxygenated bottom 1Naval Research Laboratory, water into sediment burrows. Rates of heterotrophic bacterial production and Code 6114, Washington, DC, USA mineralization of PAHs (naphthalene, phenanthrene, and fluoranthene) were 2Naval Research Laboratory, measured in sections of sediment cores sampled from stations in San Diego Code 7431, Stennis Space Bay. Data suggest that rates of PAH biodegradation and bacterial heterotrophy Center, Mississippi, USA were influenced by bioirrigation by benthic infauna. PAH mineralization and 3 Marine Research Division, heterotrophic production were higher in core sections where sulfide was not Scripps Institution of detected relative to core sections containing sulfide. Depth-integrated capacity Oceanography, University of of the upper 17 cm of sediment to mineralize PAHs was 4 to 10 times higher California at San Diego, La Jolla, California, USA at the station with bioirrigation coefficients that increased with depth. Reme- dial dredging of sediments to remove contaminant mass (and presumable lower ecological risk) will also remove benthic infauna. Removal of infauna and the subsequent lowering of bioirrigation in surface sediments would be expected to lower the capacity of intrinsic PAH bioremediation. This could cause local increases in ambient PAH concentration and consequently increase the eco- logical risk at the site and potentially degrade the health of the ecosystem by removing a sink for PAHs.
KEYWORDS bacterial production, bioirrigation, intrinsic, marine, mineralization, PAH, radiotracers, sediment
Disclosure. The opinions and assertions contained herein are not to be construed as official or reflecting the INTRODUCTION views of the U.S. Navy or the Federal Government at large. Mention of Polycyclic aromatic hydrocarbon (PAH)-degrading bacteria are ubiquitous trade names or commercial products in estuarine and marine sediments and are commonly found in areas that do does not constitute endorsement or not have substantial known PAH sources (Chung and King, 2001). Rapid PAH recommendation for use. catabolism generally depends on molecular oxygen availability to sedimentary Address correspondence to Michael T. Montgomery Naval Research bacteria (Cerniglia, 1992; Chung and King, 1999; Leahy and Olsen, 1997), Laboratory, Code 6114, 4555 Overlook though recently, PAH mineralization has been coupled with other redox pro- Avenue, Washington, DC 20375, USA. E-mail: michael.montgomery@ cesses, such as sulfate reduction (Coates et al., 1998; Hayes and Lovely, 2002; nrl.navy.mil Zhang and Young, 1997; Bedessem et al., 1997) and nitrification (Deni and
98 Penninckx, 1999; Bonin et al., 1994; Gilewicz et al., wise disrupted. If bioirrigation enhances intrinsic PAH 1991). In unperturbed, organic carbon–enriched sed- biodegradation by sedimentary bacteria, then the phys- iment, heterotrophic bacterial metabolism rapidly de- ical removal of infauna may negatively affect the capac- pletes oxygen, limiting its availability to the top few mil- ity of the ecosystem to biologically remove PAHs from limeters of sediment (Rasmussen and Jorgensen, 1992). the watershed. Though there has been much work on Processes that mix the sediment with oxygenated bot- the impact of PAH on macrofaunal communities (see re- tom waters can increase the amount of oxygen available view by Fleeger et al., 2003; Carman et al., 1995, 1996), to bacteria that are deeper in the sediment. One of these there are few studies providing a quantitative measure processes involves the activities of benthic infauna that of intrinsic PAH bioremediation capacity in coastal sed- excavate and mix large portions of the sediment and iments. To study the latter, rates of heterotrophic bac- then ventilate their burrows (Aller, 1988). terial production and mineralization of naphthalene, Bioirrigation has been linked to dramatic changes phenanthrene, and fluoranthene were measured in sec- in both the composition and metabolic activity of the tions of sediment cores sampled from two stations in an sedimentary bacterial assemblage (see review by Kogure urbanized waterway in San Diego Bay, CA. The micro- and Wada, 2005; Cuny et al., 2007). Macrofaunal bur- bial studies were accompanied by pore water chemical rows harbor unique assemblages of bacteria that min- studies to establish the redox conditions of the sedi- eralize PAHs more rapidly than those from adjacent, ments. Pore water chemistry was described by chemical nonburrowed sediment (Chung and King, 1999, 2001; analysis of pore water extracted by centrifugation. The Holmer et al., 1997; Madsen et al., 1997; Schaffner combination of sediment chemistry, modeling, and mi- et al., 1997; Bauer et al., 1988; Granberg et al., 2005). crobial ecology techniques were used to examine the Madsen et al. (1997) found that the depth-integrated re- effects of bioirrigation on the capacity of the natural moval of fluoranthene was twice as high when capitel- microbial assemblage to naturally attenuate PAHs. lids worms were present. Bauer et al. (1988) had simi- lar findings with regards to anthracene degradation by capitellids. The activity of diverse macrofaunal commu- MATERIAL AND METHODS nities has also been linked to seasonal removal of PAHs Site Description and Sampling and polychlorinated biphenyls (Schaffner et al., 1997). These findings have led several researchers to postulate Paleta Creek is an urbanized waterway that re- that the relative abundance and composition of benthic ceives surface runoff from the adjacent Naval Station macroorganism communities control the rate of bac- and downtown San Diego. Station P17 (longitude: terial PAH degradation in marine sediment (Madsen 117.1160◦ W; latitude: 32.6738◦ N; water depth: ∼6m) et al., 1997). Chung and King (2001) concluded that is near the headwaters of the creek and station P04 (lon- the capacity for PAH biodegradation in hydrocarbon- gitude 117.1211◦W; latitude: 32.6715◦ N; water depth: impacted ecosystems depends on the composition of ∼11 m) is closer to the confluence with San Diego Bay the natural bacterial assemblage and its response to en- (Figure 1). Sediment at the study site was primarily fine vironmental parameters, rather than on the introduc- grained (major mode ≥4 ) (Germano, 2002), with or- tion of new taxa (bioaugmentation). The activities of the ganic carbon content ranging from 1.1% to 1.7% at benthic macrofauna may create an environment that station P04 and 1.1% to 2.9% at station P17. preferentially selects PAH-degrading bacteria and these In January 2002, four adjacent cores were taken from activities may increase the depth of the transition zones each station using a multicore sampler and transferred within the sediment that are important to enhancing intact to the laboratory and at ambient temperature bacterial metabolism (Bauer et al., 1988; Ghiorse et al., within3hofcollection. Two 5-cm diameter cores from 1995; Polerecky et al., 2006). each station were sectioned (2 to 3 cm each) and sub- Dredging, a commonly considered remedial alterna- sampled for PAH concentration, bacterial production, tive for reducing the ecological risk of PAH-impacted and mineralization of PAH (e.g., naphthalene, phenan- submerged sediments, is thought to be beneficial to threne, and fluoranthene). Two other adjacent cores the health of the ecosystem. However, in addition to were sectioned for measurement of pore water com- the PAHs, benthic infauna are also removed and their position. Slurries for biological assays were made from pore water mixing activities (i.e., bioirrigation) are like- filtered water overlying the respective cores.
99 Capacity for PAH Mineralization FIGURE 1 Sampling locations for stations P17 and P04 in Paleta Creek in San Diego Bay, CA.
Heterotrophic Bacterial Production to a constant mass to convert production values to dry weight. Leucine incorporation rate was converted The leucine incorporation method (Kirchman et al., to bacterial carbon using factors determined by Simon 1985; Kirchman, 1993; Smith and Azam, 1992) was and Azam (1989) and the formula of Smith and Azam used to measure bacterial production as adapted by (1992). Montgomery et al. (1999). A 50-µlsample of wet sedi- ment from each core section was added to 2-ml micro- centrifuge tubes sealed with screw caps with O-rings Pore Water Chemistry (Fisher Scientific; three experimental and one killed Pore water samples were obtained by centrifugation control), which were precharged with [3H-4,5]-l-leucine (Sorval; 10,000 × g) under nitrogen to prevent oxida- (20 nM final concentration; specific activity: 154 mCi tion of labile components (e.g., Fe2+ and HS−). Iron − mmol 1; Sigma). The sediment was extracted from the was determined by inductively coupled plasma–optical core section and added to the microfuge tube using a emission spectra (ICP-OES). Alkalinity was determined 1-cm3 plastic syringe with the end cut off. One milliliter by acidimetric titration, whereas ammonium, sulfide, of filtered (0.45-µm nominal pore diameter; Acrodisk, sulfate, and phosphate were determined by spectropho- Gelman) bottom water (collected from above the up- tometry (Gieskes et al., 1991). per core section) was then added to each tube to form a sediment slurry. Samples were incubated for 2 h at PAH Degradation in situ temperatures and subsequently processed by the method of Smith and Azam (1992). Incubations were Mineralization Rates ended by adding 57 µlof100% trichloroacetic acid PAH mineralization assays were initiated within 3 h (TCA; 5% final concentration; Fisher Scientific). Killed of sediment sample collection using a modification controls had the TCA added prior to the addition of the of Boyd et al. (2005) and Pohlman et al. (2002). sediment and their values were subtracted from those Three sentinel PAHs (Sigma) were used as radiotrac- of the experimental samples. A constant isotope dilu- ers: uL-14C-naphthalene (specific activity: 18.6 mCi tion factor of two was used for all samples. This was mmol−1), 3-14C-fluoranthene (45 mCi mmol−1), and estimated from actual measurements of sediment dis- 9-14C-phenanthrene (55.7 mCi mmol−1). They were solved free amino acids (Burdige and Martens, 1990) added in separate incubations (triplicate live samples and saturation experiment estimates (Tuominen, 1995). and one killed control) to sediment samples (1 cm3 ◦ Samples of wet sediment at 1 cm3 were dried at 50 C wet volume) from each core section in 100 ×16-mm
M. T. Montgomery et al. 100 polystyrene test tubes to a final concentration of about Capacity for Intrinsic Biodegradation µ −1 0.2 gg (depending on specific activity). Isotope di- The intrinsic degradation capacity of a sediment col- lution was calculated from the ambient PAH concen- umn was calculated by multiplying the mineralization tration in an attempt to keep additions to less than rate of 1 wet cm3 (the actual unit of measure of the 10% of ambient concentrations so that it is a radio- assay) by the depth of the core that was sampled (17 tracer of assemblage degradation rate and not a calcu- cm). The mineralization values for 0 to 1 cm and 1 to 2 lation of biodegradation potential (see also Deming, cm were taken from the 0 to 2 cm mineralization mea- 1993). Samples were incubated for 24 h at in situ tem- surement, whereas the values for 8 to 9, 9 to 10, and perature to minimize bacterial assemblage change, and 10 to 11 cm were taken from the 8 to 11 cm mineral- 14 evolved CO2 was captured on NaOH-soaked filter ization value. These average values for each cm3 were papers. H2SO4 (2 ml, 2 N) was added to end incuba- then summed for a sediment column of 1 cm × 1cm× tions, kill the control, and partition remaining CO2 into 17 cm for each of the three cores, giving a degradation headspace of the tube and ultimately to the filter pa- capacity of each core. This capacity was then extrapo- per trap. The filter paper traps containing metabolized lated to 1 m × 1m× 17 cm (multiply by 10,000) to put 14 CO2 were removed, radioassayed and then used to the analyses in units that would be useful in manage- calculate substrate mineralization. ment of contaminated sediments or an ecosystem level evaluation.
PAH Concentration Modeling Approach Ambient PAH concentrations of 18 semivolatile United States Environmental Protection Agency (US An inverse modeling approach (Berg et al., 1998; EPA) priority pollutants were determined using the US Meile et al., 2001; Furukawa et al., 2004) was used to EPASW8270 method (Fisher et al., 1997). Briefly, 10 to quantify biological pore water mixing (i.e., bioirriga- 15 g of sediment was dried with diatomaceous earth and tion) and consequential deep O2 fluxes at stations P04 then extracted in methanol and methylene chloride us- and P17.MatLab software (Mathworks, Natick, MA) was ing standard accelerated solvent extraction. The extracts used for all numerical modeling. were concentrated under a N stream (Speedvap) and 2 Determination of α through Inverse analyzed by GC/MS (Fisher et al., 1997). p-Terphenyl- Modeling d14 and 2-fluorobiphenyl were used as surrogate stan- dards, with modifications described in Pohlman et al. The objective of inverse modeling was to determine (2002). the irrigation coefficient, α,asafunction of depth (x). The inverse model used in this study was based on the one-dimensional (1D) mass conservation equation for Turnover Time solute species in which molecular diffusion, bioirriga- tion, and production/consumption reactions were con- The turnover time was calculated by dividing the am- sidered to dominate chemical mass transport: bient concentration of phenanthrene or fluoranthene µ −1 ( gkg ; naphthalene was below detection limits of ∂ ∂2 −3 −1 −1 C C 1.00 × 10 µgkg day ) with the mineralization = D + α(C0 − C) + R (1) − − ∂t ∂x2 rate (µgkg 1 day 1). This value (in days) is a mea- sure of the average residence time of an individual PAH (Berner, 1980), in which the time- (t) dependent concen- molecule in the ambient pool of PAH in the sediment. tration of a dissolved species (C) along the vertical axis Rapid turnover times (days to weeks) are characteristic (x) was determined by its diffusive transport (with D of transient compounds that are rapidly metabolized being the tortuosity-corrected molecular diffusion co- by the natural heterotrophic bacteria assemblage. Slow efficient (Boudreau, 1996)), transport by bioirrigation turnover times (years to decades) suggest that there are (with α being the bioirrigation coefficient [Emerson relatively low rates of intrinsic bioremediation of these et al., 1984]), and net rate of production and consump- compounds as molecules entering the pool have a long tion reactions (R). The use of Equation (1) assumes residence time within the sediment. chemical mass transfer due to sediment accumulation,
101 Capacity for PAH Mineralization erosion, and compaction to be negligible (Boudreau, bb1 cc1 C1 dd 1996). 1 aa2 bb2 cc2 C2 dd2 The partial discretization of Equation (1) for the i-th aa bb cc 3 3 3 C node on a vertical grid yields: 3 dd3 .. . . . . . . . − + . Ci−1 ddi−1 dCi = Ci+1 2Ci Ci−1 + α − + + = 0 Di i(C0 Ci) Ri (2) dt x2 aai bbi cci Ci ddi . + . Ci 1 ddi+1 . . . . . . .. . (Boudreau, 1996). Ci and D i denote the concentration Cn−1 ddn−1 and diffusion coefficient at the i-th node, respectively, aan−1 bbn−1 ccn−1 Cn ddn and x is the distance between adjacent nodes. aan bbn By assuming that the geochemical profiles were at (6-1) steady state, the left-hand side of Equation (2) was set to zero, and the right-hand side was reorganized or as: ABC · C + DD = 0 (6-2) + + + = aaiCi−1 bbiCi cciCi+1 ddi 0 (3) in which C and DD are vectors and ABC is a tridiagonal matrix. where Inverse Modeling Strategy for Rate Determination D α aai = (4-1) Equations (2) through (6) show that is the only (x)2 unknown if depth dependent values of C and R are 2D known a priori. Depth-concentration profiles of dis- bbi =− − αi (4-2) (x)2 solved inorganic carbon (DIC; as approximated by alka- D linity) were available from P17 and P04, and the net pro- cc = (4-3) i (x)2 duction rate of DIC was estimated from the leucine in- ddi = αiC0 + Ri (4-4) corporation rate, assuming a linear correlation between bacterial production and carbon metabolism with a 30 % growth efficiency to calculate CO2 evolution (Benner et al., 1988). Thus, the modeling proceeds by: (1) calcu- It should be noted that the assumption of steady state lating the concentration profiles (C ) for DIC by ini- means that there was a balance between the flux (due calc tially using randomly assigned values for the α profile; to accumulation or loss to the water column), intrased- and (2) iteratively refining the α profile by seeking to iment transport (due to molecular diffusion and bioir- minimize the difference between calculated (C ) and rigation), and reaction (either production or consump- calc measured or interpolated (C ) profiles for DIC. tion). If known concentrations are used at WSI (i.e., measured A simple matrix manipulation of equation (6-2) x = 0, 1st node), C , and at the bottom of the modeled 0 yields: sediment column (i.e., x = Lb, n-th node), Cb,asthe boundary condition, the following equations can also =− −1 · be written: C ABC DD (7) Consequently, the calculated concentration of DIC at C = = C (5-1) i 1 0 i-th node can be expressed as a function of a priori pa- = Ci=n Cb (5-2) rameters as well as α using: Consequently, the series of equations can be written as: Ccalc,i = F1(D ,αi,Ri) (8)
M. T. Montgomery et al. 102 In practice, the inverse determination of the α pro- file progresses as follows. First, a randomly generated set of initial values are assigned to α1, α2,...,αi,...αn. It is assumed that α remains constant within each 0.005 m vertical section. Then, using the set of α values in Equation (7), a DIC concentration profile is calculated , , ···, , ···, (i.e., Ccalc,1Ccalc,2 Ccalc,i Ccalc,n). Next, the dif- ferences between measured/interpolated and calculated concentration profiles is evaluated as follows: