Correlations between pelagic distribution of Common and Brunnich’s Guillemots and their prey in the Barents Sea W E L L EINAR ERIKSTAD, TRULS MOUM A N D WIM VADER Erikstad, K. E., Moum, T. & Vader, W. 1990: Correlations between pelagic distribution of Common and Briinnich’s Guillemots and their prey in the Barents Sea. Polar Research 8 , 77-87. Correlations between guillemots (Including Common Guillcmots Uria aalge and Briinnich’s Guillemots U . lomuia) and their prey (divided into five prey categories, capelin Mallatus villosus, herring CIupea harengus, polar cod Boreogadus saida, plankton, and a mixture of other prey species) at two depths (10-100m and 100-200 rn) were estimated along an extended transect of 3,060 nautical miles (5,667 km) in the Barents Sea in April/May 1986. Spatial concordance was highest during daylight hours when the largest number of birds were seen on water (presumably feeding birds). Capelin was the single prey category which was most often associated with birds but no single prey category could alone explain the distribution of birds. Although only a small fraction of guillemots could be identified to species, there was some evidence that capelin were of greater importance lo Common than t o Briinnich’s Guillemots. Overall correlation between birds and total prey density was statistically significant at the smallest scale of 5 nautical miles ( n m . ) . The removal of herring from the calculations increased the strength of the correlation. The depth at which prey was located had little effect on the distribution of birds. The correlation between birds and prey was scale dependent, and reached a maximum at 90 n.m., although there seemed t o be some upper threshold in the coefficient at c. 40 n.m. Numerical concordance (including only 5 n.m. periods wherc both prey and birds were present) was significant at the 5 n.m. scale but was higher for high density than for low density prey patches. The results are discussed in relation to thc few similar studies in other oceans and in relation to the severe reduction of important prey species in the Barents Sea. Kjell Einar Erikstad, Norwegian Institute for Nature Research, T r o m p Museum, University of Tromsm, N - 9OOO Trams@, Norway; TruLF Moum and Wim Vader, Zoology and Marine Biological Departmenls, T r o m p Museum, Uniuersiv of Trams@, N-Woo T r a m @ , Norway; November 1989 (revised January 1990). Feeding seabirds aggregate in large patches with chord lengths of several kilometres (Schneider & Duffy 1985; Schneider & Piatt 1986). One likely determinant of these aggregations is that food aggregates at a similar scale (Hunt & Schneider 1987; Schneider & Piatt 1986). Two main approaches have been applied to test the ‘food aggregation hypothesis’ (see Hunt & Schneider 1987, Hunt this volume and Schneider this volume for reviews): 1. To look for correlations between aggre- gations of birds and the occurrence of fronts. This method is based on the observations that biological activity increases in areas of water mass boundaries (e.g. F’ingree et al. 1975; Emery et al. 1973). 2. To directly correlate numbers of seabirds with the abundance of their prey (Obst 1985; Schneider & Piatt 1986; Heinemann et al. 1989). So far numerous studies have related pelagic seabird abundance to the physical properties of the ocean (see Hunt & Schneider 1987 and Schneider this volume for reviews), but only a few have correlated the distribution of birds with their prey (see Hunt & Schneider 1987 and Hunt this volume for reviews). In general, the former show that birds aggregate at fronts, but that fronts explain only a very low fraction of the variance in avian abundance. The few studies of the relationships between seabirds and their prey have shown that the strength of correlation is highly variable (Hunt this volume) and that the correlation between birds and prey is stronger at large than at small scales (Schneider & Piatt 1986; Heinemann et al. 1989). The relatively low vari- ance of avian abundance explained by fronts may be, as pointed out by Schneider (this volume), due to the causal chain linking seabirds to fronts, namely that prey are linked to fronts whereas birds are linked to prey. Spatial correlation of marine birds with prey is highly variable, with highest coefficients for larger spatial scales (c. <10 km) and for prey assem- blages dominated by a single type of prey 78 K . E . Erikstad, T. M o u m & W. Vader (Schneider & Piatt 1986; Heinemann et al. 1989). The correlation with assemblages of several prey appears to be low in guillemots (Woodby 1984). However, Woodby (1984) did not look at cor- relation over several spatial scales. This study analyses the correlation of guille- mots with prey assemblages over a range of spatial scales. It also compares correlation of guillemots with individual prey species to correlation with the prey assemblage at the same spatial scale. Study area Observations were made from R/V 'Eldjarn' in the Barents Sea from 29 April to 15 May 1986 along an extended transect of 3,060 nautical miles (5,667 km) in an area ranging from the Norwegian coast northward to the ice border at approxi- mately 75"N, and from west of Bjeirn~ya to west of Novaya Zemlya (Fig. 1). The area is a shallow continental shelf with a mean depth of 230 m and few areas deeper than 400-500m (e.g. Loeng 1989). There are three main water masses in the Barents Sea (e.g. Midt- tun 1985; Loeng 1989; Midttun this volume): the Norwegian coastal current and the Atlantic cur- rent which both flow into the Barents Sea from the southwest and the Arctic current system which brings arctic water in from the north. Where the Arctic and Atlantic water meet they mix and form the Polar front. The Barents Sea is an important nursery and feeding area for several commercial fish species such as cod Gadus morhua, polar cod Boreogadus saida, haddock Melanogrammus aeglefinus, her- ring Clupea harenglls, and capelin Mallotus uillosus. Capelin is an important prey for both breeding and non-breeding guillemots in the area (Belopol'skii 1957; Furness & Barrett 1985; Erikstad & Vader 1989). During the non-breeding season, Briinnich's Guillemots also prey heavily on both gadoid fish and crustaceans (Erikstad in press). Material and methods Bird Observations Birds were counted from the top of the vessel's bridge (10 m above sea level) in 300 m transects and 10 min. blocks on one side of the ship (Tasker et al. 1984). The speed of the ship was about 10 knots, such that counts covered an area of about 0.92 km2 in 10 min. The total number of 10 min. blocks counted was 1,143, covering an area of 1051.6 km2. Bird counts were made during the day, usually with a break between 2200-0200 hrs., and also with breaks when the boat was trawling. No attempts were made to count the whole seabird community since some species, e.g. gulls, Fulmars Fulmarus glacialis, and Kittiwakes Rissa tridactyla were strongly affected by the trawling activity of the ship (Erikstad et al. 1988). We limited the observations to alcid species and bird counts followed the standard procedure suggested by Tasker et al. (1984). Flying birds were, however, counted continuously and not by divid- ing the 10 min. transect into shorter sections. The procedure suggested by Tasker et al. (1984) mini- mises the problem of repeatedly counting birds circling around the ship. However, because flying alcids only cross the transects and are not affected by the presence of the ship, such effects could be disregarded. Bird numbers are probably under- estimated since diving birds are not seen and some distant birds may be overlooked. Common and Briinnich's Guillemots were dif- ficult to separate at a distance, and only those seen close to the ship were identified to species. 15' 20' 25' 30° JS' 400 450 -'p" Estimates of prey densities 1 740 I 730 I 70' -1 1 - -\ L- The ship made quantitative acoustic/trawl survey estimates of the densities of different fish species in the area, according to standard methods. The instrumentation on board R/V 'Eldjarn' included Simrad EK 400, a digital Scase echo-integrator and a Nord-10 computer for data storage and analysis, including echo-integration which aggre- gated data every 5 nautical miles (n.m.). The echoes produce traces often characteristic Fig. 1. Map of the study area showing the transect surveyed and the approximate position of the ice edge in April/May 1986. for different prey species or prey categories. On Common and Brunnich’s Guillemots and their prey 79 this basis the integrator values were assigned to different prey categories. This procedure was verified by trawl net samples every 3 M O n.m. or in areas of high integrator values. The prey categories were capelin, herring, polar cod, plankton and mixture. The last category groups together several fish species, the most numerous of which were cod, haddock and redfish Sebastes rnarinuslS. mentellu. The different prey cate- gories were also assigned t o two depth cate- gories, 10-100 m and 100-200 m. Data analysis Prey densities were measured to a minimum scale of 5 n.m., whereas seabirds were counted in tran- sects of 10 min. blocks. To enable comparison of seabird and prey data at the minimum scale of 5 n.m., we used two methods. First, maps were drawn of prey and bird distributions, using a grid computer programme which could be varied in size from squares of 20 x 20 km upwards. Secondly, to describe the patchiness and distri- bution of birds and prey along the continuous transect, we used the maximum number of birds seen within each 5 n.m. period as an index of bird density. Regressing total bird numbers against maximum numbers within 30 min. periods (c. 5n.m. when the speed of the ship is 10 knots) showed that nearly all variation in avian density could be explained by this index (r2 = 0.99). The acoustic values of different prey species were used as an index of density only, since more information is needed for estimating absolute fish density (Johannesson & Mitson 1983). The size distribution of different fish species is a very important factor in determining the suitability of prey to seabirds (Swennen & Duiven 1977; Hulsman 1981). We used a logarithmic scale in the presentation of data and in several analyses we also ranked the data in order to meet the assumptions of the statistical tests. Spatial scaling To examine the importance of spatial scale on the correlation between seabird density and prey density we analysed the seabird and prey density estimates from the 5 n.m. periods and then the mean densities were calculated for larger scales by aggregating data over an increasing number of 5 n.m. periods (2-20). The day time counts of birds provided sampling units separated both in space and time. We used all segments longer than 10 X 5n.m. periods (a total of 17 segments, covering a range from 10 to 27 x 5 n.m. periods), and tested for correlation between mean prey and bird density. Statistical testing The spatial association between guillemots and prey (defined as the degree to which seabird and prey present are related) was calculated at the 5 n.m. scale. We tested the presence/absence data, and tested for differences in spatial associ- ations at different times of the day (4 h blocks), using chi-square tests. To estimate the overall correlation between seabirds and prey, we calculated Spearman rank correlations. The data could not be described by standard statistical models (see also Schneider & Piatt 1986; Heinemann et al. 1989), so random- ization tests were used to evaluate statistical significance. Correlation between seabirds and prey at the 5 n.m. scale was tested for significance by comparing the observed correlation at this scale, r(5) to one hundred values of the same statistic obtained by randomizing 5 n.m. prey data with respect to location. A Turbo-Pascal random generator was used t o obtain random permutation of prey data. Bird data were not randomized in this test. We tested the two following hypotheses (see also Schneider & Piatt 1986): 1) the null hypothesis, H,:r(5) = 0, was rejected if an observed value of r(5) was greater than 95 of 100 values of r(5) from randomization data, and 2) the null hypothesis (scale independent corre- lation), Ho: r(5) = r(F), was rejected in favour of the alternative hypothesis, HA:r(5)