Are we focusing on the right parameters? Insights from Global Sensitivity Analysis of a Functional-Structural Plant Model

R. J. Rutjens, J. B. Evers, L. R. Band, M. D. Jones, M. R. Owen
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Abstract

Performing global sensitivity analysis on functional-structural plant models (FSP models) can greatly benefit both model development and analysis by identifying the relevance of parameters for specific model outputs. Setting unimportant parameters to a fixed value decreases dimensionality of the typically large model parameter space. Efforts can then be concentrated on accurately estimating the most important input parameters. In this work we apply the Elementary Effects method for dimensional models with arbitrary input types, adapting the method to models with inherent randomness. Our FSP model simulated a maize stand for 160 days of growth, considering three outputs: yield, peak biomass and peak leaf area index (LAI). Of 52 input parameters, 12 were identified as important for yield and peak biomass and 14 for LAI. Over 70% of parameters were deemed unimportant for the outputs under consideration, including most parameters relating to crop architecture. Parameters governing shade avoidance response and leaf appearance rate (phyllochron) were also unimportant; variations in these physiological and developmental parameters do lead to visible changes in plant architecture, but not to significant changes in yield, biomass or LAI. Some inputs identified as unimportant due to their low sensitivity index have a relatively high standard deviation of effects, with high fluctuations around a low mean, which could indicate non-linearity or interaction effects. Consequently, parameters with low sensitivity index but high standard deviation should be investigated further. Our study demonstrates that global sensitivity analysis can reveal which parameter values have the most influence on key outputs, predicting specific parameter estimates that need to be carefully characterised.
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我们关注的参数正确吗?植物功能结构模型全球敏感性分析的启示
对功能-结构植物模型(FSP 模型)进行全局敏感性分析,可以确定参数与特定模型输出的相关性,从而对模型开发和分析大有裨益。将不重要的参数设置为固定值,可降低通常较大的模型参数空间的维度。这样就可以集中精力准确估计最重要的输入参数。在这项工作中,我们将基本效应法应用于具有任意输入类型的维度模型,并将该方法调整为具有内在随机性的模型。我们的 FSP 模型模拟了玉米 160 天的生长情况,考虑了三项产出:产量、峰值生物量和峰值叶面积指数(LAI)。在 52 个输入参数中,12 个被认为对产量和生物量峰值很重要,14 个被认为对叶面积指数很重要。超过 70% 的参数被认为对所考虑的产出不重要,包括大多数与作物结构有关的参数。这些生理和发育参数的变化确实会导致植物结构的明显变化,但不会导致产量、生物量或 LAI 的显著变化。一些因灵敏度指数较低而被认为不重要的输入参数,其影响的标准偏差相对较高,在较低的平均值附近波动较大,这可能表明存在非线性或交互效应。因此,应进一步研究敏感度指数低但标准偏差高的参数。我们的研究表明,全局敏感性分析可以揭示哪些参数值对关键输出影响最大,预测需要仔细描述的特定参数估算值。
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