来自卡拉奇海岸的半喙半爪鱼的长重关系和相对条件因素ForsskÃ¥1,1775

F. Yousuf, S. Khurshid
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引用次数: 24

摘要

有机体的生长是指随着年龄的增长,长度或重量或两者都发生变化。体型的增加是由于营养过程将食物转化为身体的建筑质量。当将个体的长度或体重与特定的时间段相对应时,就得到了一个称为生长曲线的矢量图。曲线呈s型,不同地区的同一种鱼或不同季节的同一种鱼可能会有所不同。生长速度很容易受到许多生理因素的影响。身体的不同器官有不同的生长速度。理论上用立方定律(LeCren, 1951)的公式表示,W = kl3,其中W =鱼的重量,L =鱼的长度,K =常数。当鱼在整个生长阶段表现出对称或等长生长时,这个公式是正确的。然而,在自然界中,鱼的身体比例随着年龄的增长而不断变化。因此,在鱼的整个生活史中,由于K的值不是恒定的,而是有很大的变化,所以简单的立方定律表达式并不能很好地找到。因此,给出一个更令人满意的公式:W= aL n,或(Log W= Log a + n Log L)
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Length-weight relationshisp and relative conditions factor for the halfbeak Hemiramphus far Forsskål , 1775 from the Karachi coast
Growth of an organism means a change in length or weight or both with the Increase of age. Increment in size is due to conversion of the food matter into building mass of the body by the process of nutrition. A vector diagram known as growth curve is obtained, when length or weight of an individual are plotted against a specified time period. The curve appears as a sigmoid one, which may vary for the same fish from different localities or for the same fish at different seasons. The rate of growth may easily be influenced by many physical and physiological factors. Different organs of body or have different rates of growth. Theoretically, it is expressed by the formula of cube law (LeCren, 1951), W = KL 3, where, W = weight of fish, L = length of fish, K = constant. This formula is true when the fish showing symmetrical or isometric growth throughout the growth stage. However, in nature, the body proportion of a fish continuously changes with ageing. So the simple cube law expression therefore does not found properly throughout the life history of fish, as the value of K is not constant but subject to great variation. Therefore, a more satisfactory formula is given as follows: W = aL n, or (Log W= log a + n Log L)
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