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Calculations of zooplankton grazing rates according to a closed, steady-state, three-compartment model applied to different14C methods
Daro, M.H.; Baars, M.A. (1986). Calculations of zooplankton grazing rates according to a closed, steady-state, three-compartment model applied to different14C methods. Hydrobiol. Bull. 19(2): 159-170
In: Hydrobiological Bulletin. Netherlands Hydrobiological Society: Amsterdam. ISSN 0165-1404; e-ISSN 2214-708X, meer
Peer reviewed article  

Beschikbaar in  Auteurs 

Trefwoorden
    Aquatic communities > Plankton > Zooplankton
    Behaviour > Feeding behaviour > Grazing
    Filtering
    Radioactive isotopes > Radioisotopes
    Zoet water

Auteurs  Top 
  • Daro, M.H., meer
  • Baars, M.A.

Abstract
    A re-examination of the numerical example of the three-compartment model by CONOVER & FRANCIS (1973) showed that the warning by these authors for the misuse of radio isotopes in transfer studies within food chains is incorrect and based on a misinterpretation of their results. There is no difference in the estimate of transfer rate by use of specific activities or by use of total radioactivities observed in each compartment.After adapting the formulae developed by CONOVER & FRANCIS, their model was used to illustrate deviations of the programmed grazing rate in 3 types of grazing experiments; a) with 14C present only in the phytoplankton at the start of the experiment, b) with 14C only in the water, and c) with 14C in both phytoplankton and water. Up to a duration of the grazing experiment of 2 hours, and at various light conditions and grazing pressures, deviations were small and did not exceed 4%. These results are not directly applicable to practical work because the quantitatively important loss by egestion of radioactive material was not accounted for, only losses by respiration were incorporated in the closed, steady-state model.Best calculations of the community filtering rate (fraction of the volume of the grazing vessel swept clear per day) were generally obtained with the formula (with t in hours) lsquo((DPM zoo at time t)/(DPM phyto at 0+DPM phyto at t)/2)×24/trsquo, applicable to all three types of grazing experiments considered.

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