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Assessing parameter importance of the Common Land Model based on qualitative and quantitative sensitivity analysis

机译:基于定性和定量敏感性分析评估共同土地模型的参数重要性

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摘要

Proper specification of model parameters is critical to the performance of land surface models (LSMs). Due to high dimensionality and parameter interaction, estimating parameters of an LSM is a challenging task. Sensitivity analysis (SA) is a tool that can screen out the most influential parameters on model outputs. In this study, we conducted parameter screening for six output fluxes for the Common Land Model: sensible heat, latent heat, upward longwave radiation, net radiation, soil temperature and soil moisture. A total of 40 adjustable parameters were considered. Five qualitative SA methods, including local, sum-of-trees, multivariate adaptive regression splines, delta test and Morris methods, were compared. The proper sampling design and sufficient sample size necessary to effectively screen out the sensitive parameters were examined. We found that there are 2-8 sensitive parameters, depending on the output type, and about 400 samples are adequate to reliably identify the most sensitive parameters. We also employed a revised Sobol' sensitivity method to quantify the importance of all parameters. The total effects of the parameters were used to assess the contribution of each parameter to the total variances of the model outputs. The results confirmed that global SA methods can generally identify the most sensitive parameters effectively, while local SA methods result in type I errors (i.e., sensitive parameters labeled as insensitive) or type II errors (i.e., insensitive parameters labeled as sensitive). Finally, we evaluated and confirmed the screening results for their consistency with the physical interpretation of the model parameters.
机译:正确指定模型参数对于地表模型(LSM)的性能至关重要。由于高维和参数交互作用,估计LSM的参数是一项艰巨的任务。灵敏度分析(SA)是一种工具,可以筛选出模型输出中最具影响力的参数。在这项研究中,我们对“普通土地”模型的六个输出通量进行了参数筛选:显热,潜热,向上长波辐射,净辐射,土壤温度和土壤湿度。总共考虑了40个可调参数。比较了五种定性SA方法,包括局部,树总和,多元自适应回归样条,增量检验和Morris方法。检查了有效筛选出敏感参数所必需的适当采样设计和足够的样本量。我们发现有2-8个敏感参数,具体取决于输出类型,大约有400个样本足以可靠地识别最敏感的参数。我们还采用了修订的Sobol灵敏度方法来量化所有参数的重要性。参数的总效果用于评估每个参数对模型输出的总方差的贡献。结果证实,全局SA方法通常可以有效地识别最敏感的参数,而局部SA方法会导致I型错误(即,敏感参数标记为不敏感)或II型错误(即不敏感参数标记为敏感)。最后,我们评估并确认了筛选结果与模型参数的物理解释的一致性。

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