Relationships between the geometric dimensions and biomass of schools
Relationships between the geometric dimensions and biomass of schools
复制标题
学校几何尺寸与生物量的关系
DOI:
10.1093/icesjms/49.3.305
复制
发表时间:
1992
影响因子:
3.3
通讯作者:
J. Dalen
中科院分区:
文献类型:
--
作者:
O. A. Misund;A. Aglen;A. K. Beltestad;J. Dalen
Fishing Gear and Methods Division P.O.Box 1964, N-5024 Bergen, Norway **Institute of Marine Research P.O.Box 1870, N-5024 Bergen, Norway Acoustic measurements of the geometric dimensions and packing de~~ity of herring, sprat and saithe schools have been conducted by multi-beam sonars and echo integrator systems. Relationships between the reflected echo energy, the estimated school biomass and the school dimensions were established. The relationships seems quite similar for the three species and rather independent of the size of the fish. Seasonal and regional differences in schooling behaviour of herring were detected. School dimension-to-school biomass conversion may be a useful method for abundance estimation of pelagic species, and also for biomass measurements in capture situations. INTRODUCTION If schooling fish are avoiding the vessel during conventional echo-integration surveys, a significant underestimation of the fish abundance may occure (Olsen 1987). Similary, if a fraction of the target population is schooling close to the surface ("the upper dead zone"), it may not be recorded at all (Aglen 1989). Use of sector scanning sonars may reduce such sampling biases, and increase the precision in abundance estimation due to their greater volume coverage (Ehrenberg 1980). Real biomass estimation from the reflected echo energy of a school by sonar is complicated due to the directivity of the !ISh back scattering strength, and considerable noise reveberation in horizontal guided beams (Mitson 1983). Absorbtion of the emitted sound beam in high fish densities may in addition cause underestimation of schools (Foote 1978, Rr6ttingen 1976). The most sophisticated fisheries sonars provide a relative, scaled echo quantity of a recorded school (Bodholdt 1982). Ordinary sonars display a school projection proportional to the school size with colour indication of echo strength. 2 Relationships for converting sonar measured school area to school biomass have been established for herring and mackerel by correlating the area and biomass of purse seine captured schools (Misund 1986, 1988). An average density per unit area of sonar measured and purse seine captured schools has been used as a conversion factor in biomass estimation by sonar of Northern anchovy (Hewitt et. al 1976). To investigate the generality of such relationships further, acoustic measurements of school dimensions and reflected echo energy were conducted on herring, sprat and saithe schools in different seasons and geographic regions. The basis of the method is that individuals in syncronized and polarized swimming forms compact, high density units (Partridge et al. 1980) which creates proportionality between the biomass and geometric dimensions. MATERIALS AND METHODS The schools were recorded on cruises by the vessels R/V "Eldjam" (1043 GRT, 3600 Hp) and R/V "Fjordfangst" (20 GRT, 180 Hp) in the North Sea and along the Norwegian coast (Table 1 ). Both vessels were equipped with standard calibrated (Foote et al. 1987) echo integrator systems and multibeam sonars (Furuno CH-12 onboard "Fjordfangst" and Simrad SM600 onboard "Eldjam"). The sonar picture during a school recording was videotaped as the vessel was turned towards and approached the school. The integrator value (M), depth (D) and vertical extent (h) were noted if the vessel was manovered successfully so that the school was recorded by the echo sounder. Later, the lengthwise (lw) and crosswise (cw) extents (Misund 1990a) of the school projection were measured by a ruler during 10 s interval, still picture playback of the video recordings. The transect length (tl) were measured on the echo sounder recording. By modifying the method of Johanneson & Losse (1977), the real dimensions, fish density and school biomass were calculated by: Crosswise extent Lengthwise extent CW = CW o s 2R tan (cpsf2) LW 1 = lw o s et sf2 LW] = lw o cosa · sctsf2 School areaA = ((CW · LW)/4) * 1t Vertical extent H = hcte/2 School volume V = 413 · A · (H/2) Transect length TLA = tl o (vlpv) D(2tan(cpel2)) TLB = 185,2 · (tl/QNM) D(2tan (Cf'e/2)) Fish density p = ((CJ · M · KNM)I(41t · C1bs · K2NM · TL · H)(nlnr) School biomass B=V·p· W Cf's, Cf>e: ts, te: R: s: C: beamwidth of sonar (horizontal) and echo sounder (alongship) pulselengths of sonar and echo sounder horizontal distance vessel -to-school sonar scaling factor (sonar distance/screen distance) speed of sound (1500 m/s) (m) (m) (m)