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首页> 外文期刊>Fisheries Research >Is catchability density-dependent for schooling prawns?
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Is catchability density-dependent for schooling prawns?

机译:可捕性密度是否取决于对虾?

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Banana prawns, Penaeus merguiensis, in the Gulf of Carpentaria, Australia typically form dense aggregations during a fishing season. It has been speculated that catchability decreases significantly as the fishing season progresses and stock size decreases. We used commercial catch effort data from 1987 to 2004 for three stocks in the Gulf to investigate whether density-dependent catchability exists in this species of aggregating penaeid. We developed two stochastic models based on an improved depletion method, one assuming a linear relationship between catchability and abundance and the other assuming a nonlinear power function between catchability and abundance. A stock-specific annual catchability coefficient, initial biomass, and a shape parameter of the power function were estimated using maximum likelihood or hierarchical Bayesian approach (for density-independent catchability models). For the majority of the datasets, the two models result in similar estimates. Although a weak but statistically significant density-dependent catchability, either positive or negative, was detected in about one fifth of the datasets, there is no clear pattern that points to positive density-dependence as suggested by previous studies. With all years and stocks combined, the density-dependent parameter in the second model has an overall mean of -0.03 and a standard deviation of 0.57 front all datasets, and its distribution looks approximately normal. However, a between year negative power function relationship between catchability and abundance appears to exist in this prawn species. [copyright] 2006 Elsevier B.V. All rights reserve.
机译:澳大利亚Carpentaria海湾的香蕉对虾,对虾,在捕鱼季节通常形成密集的聚集体。据推测,随着捕鱼季节的进行和种群数量的减少,可捕性显着下降。我们使用了1987年至2004年海湾地区三只种群的商业捕捞努力数据,以调查这种聚集的对虾是否存在依赖密度的捕捞能力。我们基于改进的耗竭方法开发了两个随机模型,一个模型假设可捕获性和丰度之间呈线性关系,另一个模型假定可捕获性和丰度之间呈非线性幂函数。使用最大似然或分层贝叶斯方法(针对密度独立的可捕获性模型),估计特定种群的年度可捕获性系数,初始生物量和幂函数的形状参数。对于大多数数据集,两个模型得出相似的估计值。尽管在大约五分之一的数据集中检测到弱的但具有统计意义的密度依赖性可捕获性(正值或负值),但没有像以前的研究所指出的明确的模式指出正密度依赖性。结合所有年份和所有库存,第二个模型中与密度有关的参数在所有数据集中的总平均值为-0.03,标准偏差为0.57,其分布看起来近似正态。然而,在这种虾种中似乎存在年捕捞能力和丰度之间的负幂函数关系。 [版权] 2006 Elsevier B.V.保留所有权利。

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