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首页> 外文期刊>Journal of Shellfish Research >APPLICATION OF A GNOMONIC MODEL TO ESTIMATE THE LIFE SPAN AND NATURAL MORTALITY IN PANOPEA GLOBOSA
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APPLICATION OF A GNOMONIC MODEL TO ESTIMATE THE LIFE SPAN AND NATURAL MORTALITY IN PANOPEA GLOBOSA

机译:遗传模型在美洲大鳄生命跨度和自然死亡率估计中的应用

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Natural mortality estimates are commonly computed from empirical methods or catch curve analysis, and their values are assumed constant for age or size in a population; however, estimates of natural mortality usually vary spatially, temporally, or by size and age. Several factors affect natural mortality rates, such as predation, disease, senescence, cannibalism, starvation, or environmental factors. Seven gnomonic time divisions (GTD) were used to estimate the natural mortality of Panopea globosa for specific portions of its life history: 1, egg to trochophore larvae (24 h); 2, early larvae (6.5 days); 3, late larvae (11 days); 4, early juvenile (35 days); 5, juvenile (3-9 mo); 6, late juvenile (1-2 y); and 7, preadult to adult (47 y). The statistical procedure based on gnomonic time divisions assumes units of time increase as a constant proportion of time elapsed from the end of the previous biological stage; in this manner, the method estimates a vector of natural mortality values by dividing the life cycle into specific time-based subunits. The results provided the following values of natural mortality at GTD: 1 = 537.42/y; 2 = 230.32/y; 3 = 134.35/y; 4 = 33.58/y; 5 = 2.55/y; 6 = 2.21/y; and 7 = 0.046/y. The consistency of the estimates derived were compared with previous reports of mortality rates and yielded similar values. The gnomonic time method proved to be particularly effective in estimating natural mortality based on the specific life history and life span of the geoduck.
机译:自然死亡率估计值通常通过经验方法或渔获量曲线分析来计算,并且假定其值对于人口的年龄或大小是恒定的。但是,自然死亡率的估计值通常在空间,时间或大小和年龄上有所不同。有几种因素会影响自然死亡率,例如掠食,疾病,衰老,自相残杀,饥饿或环境因素。七个地精时分(GTD)用于估计在其生命史的特定部分中的Panopea globosa的自然死亡率:1,卵到金龟子幼虫(24小时); 2,幼虫早期(6.5天); 3,幼虫晚期(11天); 4,少年早期(35天); 5,少年(3-9个月); 6,少年后期(1-2年);和7,成年前成年(47岁)。基于侏儒时分的统计程序假设时间单位增加是从上一个生物学阶段结束起经过的时间的比例恒定;以这种方式,该方法通过将生命周期划分为特定的基于时间的亚单位来估计自然死亡率值的向量。结果提供了GTD时的自然死亡率的以下值:1 = 537.42 / y; 2 = 230.32 / y; 3 = 134.35 / y; 4 = 33.58 / y; 5 = 2.55 / y; 6 = 2.21 / y;和7 = 0.046 / y。将得出的估计数的一致性与以前的死亡率报告进行比较,得出相似的值。事实证明,侏儒时间法在根据象拔蚌的特定生活史和寿命来估算自然死亡率方面特别有效。

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