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Vol. 53 - Alaska Resources Library and Information Services

Vol. 53 - Alaska Resources Library and Information Services

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SHIPBOARD OBSERVATIONS OF FEEDING BEHAVIOR<br />

On shipboard the feeding behavior of juvenile king crab was observed<br />

during the clearance rate experiment <strong>and</strong> later filmed in a large<br />

glass-fronted aquarium with flowing ambient seawater. Special note was<br />

taken of how crabs h<strong>and</strong>led prey items during ingestion.<br />

DIEL FEEDING CHRONOLOGY<br />

In areas of high crab density continuous trawling from 23 to 72 hours<br />

was conducted to collect crabs for determination of diel feeding<br />

chronologies. Generally, two or three trawls took place within 2 h, <strong>and</strong><br />

the samples taken within each 2-h period of the 24-h cycle were pooled.<br />

Stomach fullness determined as described above was plotted against<br />

time of day <strong>and</strong> the plot examined for periods of high fullness. Because<br />

this method proved inadequate due to high volumes of liquid in otherwise<br />

empty stomachs, preserved <strong>and</strong> frozen stomachs were analyzed as decribed<br />

above to obtain the percentage of maximum stomach volume occupied by<br />

solids <strong>and</strong> dry weight of stomach contents st<strong>and</strong>ardized by the wet weight<br />

of the crab. Plots of these two variables against time of day were<br />

examined for periods of high stomach contents.<br />

DAILY RATION<br />

Using the diel feeding chronologies <strong>and</strong> equations for the clearance<br />

rates of all items naturally present in the king crab stomachs, daily<br />

rations for June <strong>and</strong> August were calculated following a modification of<br />

the technique of Elliott <strong>and</strong> Persson (1978). The diel feeding<br />

chronologies gave the dry weight (mg/g crab wet weight) of stomach<br />

contents for each 2 h period of the 24 h cycle. To determine the amount<br />

of food consumed during each 2-hour interval, the following equation from<br />

Elliott <strong>and</strong> Persson (1978) was used.<br />

Ct = St - S[subscript]o<br />

+ A<br />

where<br />

t = midpoint of the 2-h interval,<br />

176

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