首页> 外文期刊>Bulletin of Marine Science >A COMPUTER-INTENSIVE ALGORITHM TO CREATE GROWTH TRANSFER MATRICES FOR USE IN AGE AND SIZE BASED SIMULATION MODELS
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A COMPUTER-INTENSIVE ALGORITHM TO CREATE GROWTH TRANSFER MATRICES FOR USE IN AGE AND SIZE BASED SIMULATION MODELS

机译:基于年龄和尺寸的仿真模型中用于创建增长转移矩阵的计算机密集算法

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摘要

Commonly, age and size based simulation models introduce fish at the youngest age into bins (recruitment), then move (transfer) the fish through age and size bins as time passes and growth occurs in the simulation. The numbers of fish in each cohort decrease over time due to size specific natural and fishing mortality. This basic procedure quickly leads to a complex simulation requiring significant computer resources. Growth variability can be incorporated in this type of simulation model in two ways. The growth transfer rates can be computed every time step within the simulation or can be created once outside the simulation, assuming growth is independent of the number of animals at age or size. Computation of the growth transfer rates within the simulation assume a mean (expected) population growth curve and introduce variability to produce a range of fish sizes for any given age (Gutreuter and Anderson, 1985; Buijse et al., 1992; Shepherd and Idoine, 1993). This approach requires many computations per time step with a new transfer matrix value generated for each age-size combination. This can become a computational bottleneck within the simulation.
机译:通常,基于年龄和大小的模拟模型将最年轻的鱼引入仓(招聘),然后随着时间的流逝和在模拟中的生长,将鱼移动(转移)到年龄和大小的仓中。由于特定大小的自然和捕捞死亡率,每个队列中鱼的数量随时间减少。此基本过程很快导致需要大量计算机资源的复杂模拟。可以通过两种方式将增长可变性纳入这种类型的仿真模型。假定增长与年龄或大小的动物数量无关,则可以在模拟中的每个时间步长计算增长率,也可以在模拟外部创建一次。在模拟中对增长转移率的计算假设种群均值(预期)为曲线,并引入可变性以产生任意给定年龄的各种规格的鱼(Gutreuter和Anderson,1985; Buijse等,1992; Shepherd和Idoine, 1993)。这种方法需要每个时间步进行许多计算,并为每个年龄大小组合生成一个新的传输矩阵值。这可能成为模拟中的计算瓶颈。

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