Sager G, Sammler R
Anat Anz. 1982;152(1):79-91.
The dates of Sella (1929) for the length of the mediterranean tunny (Thunnus thynnus) already treated by Krüger (1973) are taken as a basis for mathematical approximations by 19 growth functions. For this purpose some functions had to be modified to allow for a non-horizontal tangent at the beginning. As the available length values cease with 14 years of age, there is much room for the theoretical final length giving a good insight into the characteristics of the different approximations. Surprisingly the functions with final growth time yield values with only small deviations from each other except for one calculation thus hinting to a theoretical growth duration of about 25 +/- 2 years.
塞拉(1929年)给出的地中海蓝鳍金枪鱼(Thunnus thynnus)体长数据已由克鲁格(1973年)处理过,以此为基础,用19种生长函数进行数学近似计算。为此,对一些函数进行了修改,以便在开始时允许有非水平切线。由于现有的体长值到14岁就截止了,所以理论最终体长有很大的取值空间,这能很好地洞察不同近似计算的特点。令人惊讶的是,除了一次计算外,具有最终生长时间的函数产生的值相互之间偏差很小,这暗示理论生长持续时间约为25±2年。