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WILLIS, MURPHY, AND GUY REVIEWS IN FISHERIES SCIENCE <br />TABLE 5 <br />Generally Accepted Stock Density Index Ranges for Balanced Fish <br />Populations <br />Species PSD RSD-P RSD-M Ref. <br />Largemouth 40-70 100 0-10 Gabelhouse (1984a) <br />bass <br />Bluegill 20-60 5-20 0-10 Anderson (1985) <br />Crappies in 30-60 >10 Gabelhouse (1984b) <br />midwestern ponds <br />White crappies in 40-70 100 0-10 Willis (1984) <br />Kansas reservoirs <br />White bass 40-70 10-40 0-10 Willis (1984) <br />Walleye 30-60 Anderson and Weithman (1978). <br />Northern pike 30-60 Anderson and Weithman (1978) <br />Yellow perch 30-60 Anderson and Weithman (1978) <br />Note: PSD =proportional stock density, RSD-P =relative stock density of preferred-length fuh; RSD-M = <br />relative stock density of memorable-length fish. <br />TABLE 6 <br />Stock Density Index Objective Ranges for Largemouth Bass and Bluegills <br />under Three Different Management Strategies <br /> Largemouth bass Bluegill <br />Option PSD RSD-P RSD-M PSD RSD-P <br />Panfish 20-40 0-10 50-80 10-30 <br />Balance 40-70 10-40 0-10 200 5-20 <br />Big bass 50-80 30-60 10-25 10-50 0-10 <br />Note: The largemouth bass objective ranges were provided by Gabelhouse (1984a). The Bluegill objective <br />ranges for balanced populations were provided by Anderson (1985), while Bluegill objective ranges for the <br />panfuh and big bass options are proposed here after consultation wtih D. W Gabelhouse (personal <br />communication, Kansas Department of Wildlife and Parks, Emporia). <br />no such bimodal pattern was observed for PSD (Figure 2). Further investigation <br />indicated that nearly all stock-length (>_13 cm) black crappies were from the 1988 <br />year class. Thus, PSD in the spring was 3 and mean length was 181 mm. By fall, PSD <br />had increased to 100 and mean length has increased to 244 mm. The large increase <br />in PSD was due to growth of the single cohort in the adult population. <br />Vll. SUMMARY AND RESEARCH NEEDS <br />At the least, stock density indices can be used to quantify size structure for fish <br />populations. Acceptance of the five-cell length categorization model proposed by <br />Gabelhouse (1984a) would ease communication within the fisheries profession. At <br />the most, stock density indices reflect the population rate functions of recruitment, <br />growth, and mortality. However, these interpretations have been most successful in <br />populations with relatively consistent recruitment and those without angler over- <br />exploitation. Where recruitment is inconsistent or populations overharvested, PSD <br />216 <br />