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Dames & Moore, 1999 - USDA Forest Service

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were not developed to ascertain the presence of specific age classes to judge presencelabsence of<br />

recruitment, but were developed to compare with the size distribution from previous Railroad Creek<br />

investigations.<br />

Population estimates were calculated using the Seber LeCren two-pass removal method (Everhart et al..<br />

1975). This method assumes constant sampling effort for both passes, the population sampled is closed<br />

(i.e., no fish enter or exit the sample location during sampling), and that the chance of capture is equal for<br />

all individual fish and remains constant from sample to sample. The Seber ~ e~ren two pass removal<br />

method equation incorporates the number of fish collected during each pass as follows:<br />

Where:<br />

N<br />

- population size<br />

c I<br />

- .<br />

the number of fish captured in the first pass<br />

c2 = the number of fish captured in the second pass<br />

Certain situations arose requiring more that two passes to provide a more accurate estimate of the trout<br />

population. Estimating populations with data from multiple (three or more) passes requires application of<br />

linear regression analyses. When multiple passes are required, the Leslie Method (Everhart, 1975) was<br />

used to estimate trout populations. This method is based on the understanding that the population at the<br />

start of any pass (excluding the first pass) is equal to some original population less what has been caught<br />

up to the beginning of that pass. This linear relationship implies that if catch-per-unit effort is plotted<br />

against cumulative catch, up to that pass, the result will be a straight line with slope equal to catchability<br />

and intercept equal to the original population times catchability (Everhart et al., 1975).<br />

A third pass was conducted at 4 of the 8 locations electrofished. Only one location lent itself to the Leslie<br />

method. The relationship between catch per unit effort and cumulative catch at this location was not<br />

realistic (i.e., the slope of the regression w& 0.0002), therefore, the total catch (of the 3 passes) was<br />

considered a reasonable estimate of the population. At two of the four locations, the third pass produced<br />

no fish and, as such, the total catch (of the first two passes) was considered a reasonable estimate of the<br />

population. At the remaining location, a third pass was conducted only because the first pass produced<br />

fewer fish than the second pass. The third pass at this location also produced no fish and, as such, the<br />

total catch (of the first two passes) was considered a reasonable estimate of the population.<br />

In addition to calculating trout population numbers, several other parameters were quantified during this<br />

investigation. These parameters include, as appropriate: .<br />

Total number of species present<br />

Total numbers of individuals in sample<br />

Number of non-trout species present<br />

Proportion of individuals as omnivores<br />

G:\wpdata\OO5LepomU~oldcn-2\riU-O.doc<br />

17693-005-019Uuly 19.<strong>1999</strong>:2:07 PM;DRAFT FINAL RI REPORT

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