Abundance of horseshoe crabs (Limulus polyphemus) in the Delaware Bay area.
Horseshoe crabs lay their eggs on sandy beaches in spring and summer, and migrating shorebirds rely heavily on the eggs to supply the energy required to complete their migration (Rudloe, 1980; Shuster and Botton, 1985; Castro and Myers, 1993; Botton et al., 1994; Myers, 1996; Thompson, 1998; Tsipoura and Burger, 1999). Biomedical companies catch horseshoe crabs for their blood, from which they produce Limulus Amebocyte Lysate (LAL) (Novitsky, 1984; ASMFC (1)). LAL is used to detect contamination of injectable drugs and implantable devices by Gram-negative bacteria and is the most sensitive means available for detecting endotoxins (Novitsky, 1984). Finally, horseshoe crabs are harvested commercially for bait in the American eel (Anguilla rostrata), catfish (Ictalurus spp.), and whelk (Busycon spp.) fisheries (ASMFC (1)).
The goal of the ASMFC fishery management plan is to ensure a sustainable population level that will support the continued use by these diverse ecological, biomedical, and fishing interests (ASMFC (1)). Proper management of the resource requires information on the status and dynamics of the horseshoe crab population (Berkson and Shuster, 1999). However, the status of the population is poorly understood, and there is currently no reliable information on which to base any management scheme. Available fishery-independent surveys were not designed for horseshoe crabs, and are of little or no value in assessing their status (ASMFC (2)). Towards this end, the states of New Jersey, Delaware, and Maryland in conjunction with the ASMFC and the National Fish and Wildlife Foundation, funded a pilot benthic trawl survey for the fall of 2001. Data collected during this pilot trawl survey were used to estimate the horseshoe crab population size in the Delaware Bay area.
This study was conducted in the vicinity of Delaware Bay, which is the center of abundance for horseshoe crabs on the Atlantic coast (Shuster, 1982). The study area extended from north of Cape May, New Jersey, to south of Ocean City, Maryland (39[degrees]10'N to 38[degrees]10'N), and from shore out to 22.2 km (Fig. 1). The area was divided into four strata based on distance from shore and topography, both of which influence crab distribution. Distance from shore was considered important because horseshoe crab abundance decreases with depth (Botton and Ropes, 1987a). Therefore, the area was split into an inshore zone from 0 to 5.6 km (0 to 3 nautical miles [nmi]) from shore and an offshore zone from 5.6 to 22.2 km (3 to 12 nmi) from shore. Topography was also considered important because commercial fishermen stated that crabs are more abundant in troughs (Burke (3); Eutsler (4); [Munson (5)). For this study, troughs were defined as at least 2.4 m deep, no more than 1.8 km wide, and more than 1.8 km long. These dimensions are common for troughs identified as important by the fishermen. The inshore and offshore zones were both further divided into trough and nontrough areas. The resulting strata were inshore trough, inshore nontrough, offshore trough, and offshore nontrough.
[FIGURE 1 OMITTED]
The study area was divided into grids of one-minute latitude by one-minute longitude. A grid was considered inshore if the majority of its area was in water and inshore of the 5.6-km dividing line. A grid was considered offshore if the majority of its area was offshore of the 5.6-km dividing line and inshore of the 22.2-km boundary. A grid was also considered a trough if the long axis of a trough passed through the grid. A grid was considered nontrough if no trough long axis passed through it. Each grid was therefore assigned to one of the four strata. Twelve grids were randomly selected in each stratum, for a total of 48 unique sampling locations. The fishermen also stated that time of day influenced horseshoe crab catchability (Burke (3); Eutslert (4); Munson (5)). Therefore, grids were sampled both in daylight and at night. The second tow in a grid (day or night) was made near the location of the first to reduce location variability, but slightly offset to avoid possible influence of the first tow on the catch of the second. The second tow was also made more than 24 hours after the first to avoid interactions, but no more than four days later, to avoid introducing other unknown variability. Abundance estimates from the daytime and nighttime samples were calculated separately for comparison.
Our study was conducted in the fall, between 10 September and 16 October 2001. The stock assessment model adopted by the ASMFC requires abundance information on newly mature crabs, and identification requires that crabs have undergone a terminal molt. Crabs reportedly molt in the late summer and fall in the Delaware Bay area (Burke (3); Eutsler (4); Munson (5)).
Sampling was conducted from a chartered 16.8-meter commercial fishing vessel. For capturing horseshoe crabs, commercial fishermen typically use a flounder trawl equipped with a Texas sweep (Burke (3); Eutsler (4); Munson (5); Michels (6)). This modified sweep consists of a chain line instead of rope, which runs from wing to wing of the net (Fig. 2).The net ropeline is attached behind the sweep chain. In addition, usually three rows of weight chain are attached behind the sweep chain. The chain sweep is considered more effective in digging crabs out of the bottom than the typical ground gear of most research trawls. We used a standard two-seam flounder trawl with an 18.3-m headrope and 24.4-m footrope. The net consisted of 14-cm stretched mesh polypropylene throughout and was equipped with chafing gear on the bag. The net was attached to the trawl doors by 91-m ground cables wrapped in rubber cookies. Tow duration was usually 15 minutes (bottom time), except for one tow in the Delaware Bay shipping channel, which was reduced to 7.5 minutes. We assumed that density was not affected by tow duration (e.g. gear saturation was not a factor).
[FIGURE 2 OMITTED]
All horseshoe crabs were culled from the catch, and either all or a subsample were examined. For subsamples of a large catch, 50 crabs greater than 150 mm prosomal width were examined, as well as all small, soft, and shedding crabs. Horseshoe crabs that were not examined were counted separately by sex. Examined crabs were measured for prosomal width and identified to sex and maturity. Maturity classifications were as follows: immature; primiparous (mature horseshoe crabs that had not spawned yet); and multiparous (crabs that had spawned at least once [Table 1]). When catches were subsampled, characteristics of examined crabs were extrapolated to all crabs in that tow. Abundance was estimated for each demographic group as well as for the total.
Tow distances were determined for most tows from beginning and ending positions and recorded by using Loran C. These are minima because they do not consider any deviations from a straight path. Distances were not recorded for three tows; therefore they were estimated as the mean distance of all other tows. Net width was estimated as half of the mean of the headrope and footline lengths (Fridman, 1986). The tow distance and net width were used to calculate the swept area to determine the density of horseshoe crabs. We assumed that the ground cables and trawl doors were not effective in catching crabs; therefore all fishing was done only by the net. No information is available on the efficiency of the ground cables or doors for horseshoe crabs, but we do not believe horseshoe crabs are mobile enough, nor swim fast enough, to be effectively herded by them.
The mean density (crabs/[km.sup.2]) and variance in each stratum were calculated by assuming a A-distribution (Aitchison and Brown, 1957; Pennington, 1983), and these estimates were combined by using formulas for a stratified random design (Cochran, 1977). The A-distribution model is applicable to skewed data that consist of a portion of zero catches when the frequency of nonzero catches follows a lognormal distribution (Pennington 1983; Pennington 1996). With such skewed data, the estimator of the mean as defined for the [DELTA]-distribution model is more efficient than the sample mean estimator derived from the normal distribution (Smith, 1988). Areas by stratum and total area were substituted for the numbers of grids per stratum and total number of grids for determining stratum weights (Table 2). Latitudinal and longitudinal distances, and therefore grid areas, differed by latitude; therefore grid areas were calculated separately for each minute of latitude. The total number of grids in each stratum was determined for each latitude to calculate the area by stratum and the total area. Ninety-five percent confidence intervals of the stratified mean density and population total were calculated by using the effective degrees of freedom (Cochran, 1977). Mean densities, totals, and confidence limits for demographic groups did not sum to the values calculated by using all horseshoe crabs combined because the stratum mean calculated by the A-distribution is a function of the stratum variance, which varies by demographic group.
The mean abundance estimate for all crabs within the study area based on day sampling was 6.81 million crabs within the 2912-[km.sup.2] study area (Table 3). The mean abundance estimate for all crabs based on night sampling was 11.40 million crabs in the study area (Table 3).
Abundance estimates by stage class provided additional information. Multiparous males were estimated at 2.40 million for day sampling and 4.23 million for night sampling. Multiparous females were the next most abundant group, estimated at 1.63 million for day sampling and 2.25 million for night sampling (Table 3).
Primiparous males were uncommon during daylight sampling, estimated at only 84,000 during the day, as compared to 307,000 at night. In contrast, primiparous females were estimated at 338,000 and 361,000 for day and night sampling, respectively.
The estimated abundance of mature males (primiparous and multiparous combined) exceeded that of mature females: 2.48 million to 1.97 million for sampling during the day and 4.54 million to 2.61 million for night sampling. Estimates of immature horseshoe crabs showed that the opposite trend with greater numbers of females than males, 1.34 million to 0.38 million, respectively, for day sampling and 2.31 million to 1.19 million, respectively, for night sampling. With both mature and immature horseshoe crabs, estimates derived from night sampling were higher than those derived from day sampling (Table 3).
Confidence intervals for the estimates were wide, but informative. Confidence limits for total horseshoe crab abundance were 2.29 million to 11.33 million for day sampling and 5.95 million to 16.85 million for night sampling. The lower confidence limits provide useful reference points for conservative, risk-averse management schemes.
The study does not estimate actual population size, but rather the total number of horseshoe crabs available to the survey gear. Horseshoe crabs remain at the beaches where they were spawned for the first one to two years of life and gradually disperse offshore as they grow (Rudloe, 1981; Shuster, 1982). Crabs of these early age classes were undoubtedly in shallow shelf waters and coastal embayments beyond the reach of the vessel. Even if they were present, crabs of early age classes may have been too small to be caught in the gear. The study also excluded adults that may have been in shallow waters and embayments. It is also unlikely that 100% of the horseshoe crabs under the gear were in fact captured because some may have been buried too deep in the substrate to have been dug out by the gear. For all of these reasons, abundance estimates can legitimately be considered minimum population estimates. Results can be used as abundance indices for comparison between years, if the study is continued in the future.
The differences between day and night estimates may be the result of horseshoe crabs burying themselves during the day. Alternatively, the horseshoe crabs may be able to detect and avoid the trawl during the day. Night and day collections at individual locations were correlated (r=0.71) suggesting that both were a true reflection of horseshoe crab abundance at that site, although at different levels of efficiency. If the catches were uncorrelated, it would not be possible to determine which, if either, sample accurately represented true abundance. The larger catches and lower coefficients of variation from the night estimates suggest that the night estimates are more efficient and are probably better estimates of true abundance.
The results of the present study are intermediate between previous estimates of ocean abundance. Botton and Ropes (1987a) estimated that between 2.3 and 4.5 million adults occurred on the continental shelf between New Jersey and Virginia from National Marine Fisheries Service (NMFS) trawl surveys, in contrast to a mean of 7.1 million adults (primiparous and multiparous combined) estimated in the present study area. However, the trawl gear used in the NMFS surveys was inefficient for capturing horseshoe crabs, and the inshore extent was limited by the survey vessel size (Botton and Ropes, 1987a; ASMFC (2)). Botton and Haskin (1984) sampled within 5.6 km of the New Jersey coast using hydraulic clam dredges and obtained horseshoe crab densities of 14,600 to 23,000 per [km.sup.2]. These densities are much higher than our nighttime estimate of 7900 horseshoe crabs per km2 (weighted by stratum area) within 5.6 km. The gear we used was probably more efficient in capturing horseshoe crabs than that employed by the NMFS survey but may have been less efficient than the hydraulic dredge. Differing methods between the studies do not allow for a comparison over time.
It is interesting to note that in both the night-based and day-based estimates, females made up the majority of the immature animals, whereas males made up the majority of the mature animals. This could be due to the commercial fishery's preference for harvesting gravid females (Botton and Ropes, 1987b). The continual focused harvest of mature females may reduce their population enough to cause this change in sex ratios. Alternatively, mature females or immature males may have been more abundant outside the study area.
The continuation of annual trawl surveys could allow a full stock assessment to be conducted. The Horseshoe Crab Stock Assessment Subcommittee of the Atlantic States Marine Fisheries Commission has developed a stock assessment plan (HCSAS (7)) based on the catch-survey method derived by Collie and Sissenwine (1983). Unlike age-based stock assessment models, the catch-survey method requires only abundance of primiparous and multiparous horseshoe crabs (HCSAS (7)). The commercial fishery is selective for gravid females (Botton and Ropes, 1987b), and effort is biased toward areas of high abundance (Burke (3); Eutsler (4); Munson (5)); therefore commercial data are of limited use for stock assessment. A fishery-independent trawl survey is the best way to provide estimates of abundance while controlling catchability (Hilborn and Walters, 1992; Gunderson, 1993). This study demonstrates the utility of annual trawl surveys to obtain that information.
Table 1 Criteria used in this study for classifying horseshoe crab maturity stage. Female Immature Gonopores not hard and elevated, no modified pedi- palps, soft, membranous area of ventral prosoma (doublure) pale colored. Primiparous Soft, membranous area of ventral prosoma dark colored (indicating presence of eggs), no rub marks on upper opisthosoma. Multiparous Soft, membranous area of ventral prosoma dark colored, rub marks present on opisthosoma indicating previous amplexus. Male Immature Hard, elevated gonopores discernible on genital oper- culum, no modified pedipalps. Primiparous Gonopores as above, modified pedipalps, both pedipalp digits intact on both sides. Multiparous Gonopores as above, modified pedipalps, smaller pedipalp digit broken off from at least one side. Table 2 Horseshoe crab survey stratum sizes. Sampling grids were one minute longitude by one minute latitude. The area of grids sampled in each stratum is denoted by a, the total area (k[m.sup.2]) of the stratum is A, n is the number of grids sampled, and N is the total number of grids in that stratum. Strata are the following: I NT = inshore nontrough, I TR = inshore trough, O NT = offshore nontrough, and O TR = offshore trough. Stratum I NT I TR O NT O TR All a 32.48 32.51 32.5 32.55 130.04 A 560.07 165.18 1964.87 222.06 2912.17 n 12 12 12 12 48 N 207 61 726 82 1076 Table 3 Stratified mean density (crabs/k[m.sup.2]), standard deviation (SD), and coefficient of variation of the mean (CV) for horseshoe crab demographic groups and for all crabs combined. Estimated population totals by demographic group and for all crabs combined are given in thousands. UCL and LCL denote upper and lower 95% confidence limits, respectively. Estimates were determined separately for day and night sampling. Because the [DELTA]-distribution was used to calculate stratum means, demographic group values do not sum to those calculated by using all crabs. Density Population total (crabs/k[m.sup.2]) (1000x) Demographic group Mean SD CV Total UCL LCL Day Immature females 461 167 0.36 1341 2395 288 Primiparous females 116 40 0.34 338 588 88 Multiparous females 561 126 0.23 1634 2428 839 Immature males 129 45 0.35 377 659 95 Primiparous males 29 7 0.24 84 129 40 Multiparous males 823 207 0.25 2396 3699 1093 All horseshoe crabs 2338 718 0.31 6809 11,326 2291 Night Immature females 792 216 0.27 2308 3656 960 Primiparous females 124 26 0.21 361 522 199 Multiparous females 773 145 0.19 2250 3157 1343 Immature males 410 119 0.29 1193 1939 447 Primiparous males 106 40 0.38 307 555 60 Multiparous males 1453 353 0.24 4231 6434 2029 All horseshoe crabs 3915 873 0.22 11,400 16,853 5947
This research was funded by the states of New Jersey, Delaware and Maryland through the Atlantic States Marine Fisheries Commission, and by the National Fish and Wildlife Foundation. We are indebted to M. Millard, P. Pooler, D. Smith, and E. Smith for providing statistical advice. We thank J. Brust, P. Himchak, S. Michels, M. Millard, T. O'Connell, and D. Smith of the Horseshoe Crab Stock Assessment and Technical Committees of the ASMFC, and B. Walls and C. N. Shuster Jr. for their input, support, and encouragement in this study. We are grateful to C. Burke, J. Eutsler, and R. Munson for their valuable input regarding horseshoe crab fishing. J. Eutsler and T. Canham provided invaluable assistance in the field. This manuscript was improved by the comments and suggestions of B. Murphy and E. Smith, M. Davis, J. Dew, W. Grogan, L. Hurton, J. McGhee, and A. Williams, and three anonymous reviewers. We greatly appreciate the time and effort of all involved.
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Department of Fisheries and Wildlife Sciences
Virginia Polytechnic Institute and State University
Blacksburg, Virginia 24061-0321
E-mail address (for J. Berkson, contact author): email@example.com
Manuscript approved for publication 6 March 2003 by Scientific Editor.
Manuscript received 22 July 2003 at NMFS Scientific Publications Office.
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|Author:||Hata, David; Berkson, Jim|
|Date:||Oct 1, 2003|
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