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A Method for Finding the Limits of Application of the von Bertalanffy Growth Model and Statistical Estimates of the Parameters

 

作者: Peter B. Bayley,  

 

期刊: Journal of the Fisheries Board of Canada  (NRC Available online 1977)
卷期: Volume 34, issue 8  

页码: 1079-1084

 

ISSN:0706-652X

 

年代: 1977

 

DOI:10.1139/f77-164

 

出版商: NRC Research Press

 

数据来源: NRC

 

摘要:

The following expression is derived expressing the instantaneous growth rate (G) in terms of length (l) the power of the weight–length relationship (b), and the Bertalanffy growth parameters (KandL∞):G = bK(L∞/l − 1). Since this is valid for a length (or age) range in which growth conforms to the Bertalanffy model, a plot of G vs. 1/lshould be linear with the intercept on theGaxis being −bKand on the 1/laxis being 1/L∞. Since the variables can be measured independently, deviations of points from the regression can be tested and the limits of validity of the model ascertained. In addition, confidence limits ofKandL∞can be estimated. Two examples compare results with those using previous methods.Key words: method, Bertalanffy, growth, statistical, estimates, parameters

 

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