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The principle of biological attraction, demonstrated by the bio-continuum theory of zooplankton patch dynamics

机译:浮游动物斑块动力学的生物连续性理论证明了生物吸引原理

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A theory of zooplankton and micronekton patch dynamics is developed that expressly includes animal behavior. This represents a departure from traditional models of patch dynamics, which generally treat animals as Lagrangian particles whose distributions are determined solely by processes of advection and diffusion. The "bio-continuum" theory is based on principles of statistical mechanics, and describes animal aggregations in terms of mean motion, random motion, random kinetic energy, distribution and abundance. The forces on an animal aggregation act both upon the aggregation as a whole (external forces) or between individuals (internal forces). We demonstrate here that the internal forces which serve to maintain autocoherence are, in essence, a force of biological attraction that can be quantified in Newtons. A coefficient of biological attraction is defined, and its magnitude evaluated in aggregations of Antarctic euphausiids (Euphausia superba). We hypothesize that the coefficient of biological attraction may be constant for all organisms in the sea. A method for measuring all key variables with acoustic Doppler technology is presented, with specific attention to application of the Acoustic Doppler Current Profiler (ADCP). We conclude that bio-continuum theory, coupled with acoustic Doppler observations, provides a practical approach for studying animal aggregation dynamics in the sea.
机译:浮游动物和微血管斑块动力学的理论得到发展,该理论明确地包括了动物的行为。这表示与传统的斑块动力学模型不同,后者通常将动物视为拉格朗日粒子,其分布仅由对流和扩散过程决定。 “生物连续体”理论基于统计力学原理,并以平均运动,随机运动,随机动能,分布和丰度描述动物聚集。对动物聚集的作用力既对整个聚集作用(外部作用力),也作用于个体之间(内部作用力)。我们在这里证明,用于维持自相干性的内力实质上是一种可以以牛顿为单位的生物吸引力。定义了一个生物吸引系数,并以南极磷虾(Euphausia superba)的聚集体来评估其大小。我们假设海洋中所有生物的生物吸引系数可能是恒定的。提出了一种使用声学多普勒技术测量所有关键变量的方法,特别注意声学多普勒电流剖面仪(ADCP)的应用。我们得出的结论是,生物连续谱理论与声学多普勒观测相结合,为研究海洋中动物聚集动态提供了一种实用的方法。

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