首页> 美国卫生研究院文献>Philosophical Transactions of the Royal Society B: Biological Sciences >How far details are important in ecosystem modelling: the case of multi-limiting nutrients in phytoplankton–zooplankton interactions
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How far details are important in ecosystem modelling: the case of multi-limiting nutrients in phytoplankton–zooplankton interactions

机译:在生态系统建模中细节的重要性有多大:浮游植物与浮游植物相互作用中多重限制养分的情况

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摘要

We try to answer the question of to what extent details in nutrient uptake and phytoplankton physiology matter for population and community dynamics. To this end, we study how two nutrients interact in limiting phytoplankton growth. A popular formulation uses a product-rule for nutrient uptake, which we compare with that on the basis of synthesizing units. We first fit different nutrient uptake models to a dataset and conclude that the quantitative differences between the models are small. Then we study the sensitivity of phytoplankton growth and zooplankton–phytoplankton interactions (ZPi) models to uptake formulations. Two population models are compared; they are based on different assumptions on the relation between nutrient uptake and phytoplankton growth. We find that the population and community models are sensitive to uptake formulations. According to the uptake formulation used in the ZPi models, qualitative differences can be observed. Indeed, although two models based on functions with similar shapes have close equilibria, these can differ in stability properties. Since stability involves the derivatives of formulas, even if two formulas provide close values, large numerical differences in the stability criterion may occur after derivation. We conclude that mechanistic details can be of importance for community modelling.
机译:我们试图回答这样一个问题,即养分吸收和浮游植物生理学中的细节在多大程度上对人口和社区动态产生影响。为此,我们研究了两种营养素如何在限制浮游植物生长中相互作用。流行的配方使用产品规则吸收营养,我们将其与合成单位进行比较。我们首先将不同的养分吸收模型拟合到数据集,并得出结论,模型之间的定量差异很小。然后,我们研究了浮游植物生长和浮游动物-浮游植物相互作用(ZPi)模型对吸收配方的敏感性。比较了两种人口模型。它们基于养分吸收与浮游植物生长之间关系的不同假设。我们发现人口和社区模型对吸收配方很敏感。根据ZPi模型中使用的吸收配方,可以观察到质的差异。确实,尽管基于具有相似形状的函数的两个模型具有接近的平衡,但是它们的稳定性可能有所不同。由于稳定性涉及公式的导数,因此即使两个公式提供接近的值,在推导后,稳定性准则中的数字差异也可能很大。我们得出结论,机制细节对于社区建模可能很重要。

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