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首页> 外文期刊>Advances in Water Resources >Sensitivity analysis of conceptual model calibration to initialisation bias Application to karst spring discharge models
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Sensitivity analysis of conceptual model calibration to initialisation bias Application to karst spring discharge models

机译:概念模型校准对初始化偏差的敏感性分析在岩溶泉水排放模型中的应用

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In this paper the perturbation approach is used to investigate the analytical properties of the sensitivity to the initial conditions on the calibration and simulation results of two karst spring discharge reservoir models. The propagation of uncertainty in the initial conditions is shown to depend on both model structure and the values assumed by state variables at the beginning of simulation. Depending on model structure, non-linearity may either hasten or delay the dissipation of the initialisation bias. In particular, threshold-based transfer functions are shown to generate Dirac sensitivity patterns. When associated with long-term memory reservoir and fast discharge models, they may generate a substantial initialisation bias even after very long periods of inactivity. As a practical consequence, the commonly-used one year warm-up period may not be sufficient to dissipate the initialisation bias. Calibration results may be impacted significantly. A careful examination of the initialisation bias behaviour should be part of "good modelling practice". In particular, the use of elaborate procedures for locating the global optimum of the objective function used for parameter optimization can only be justified in so far as the initialisation bias has been efficiently eliminated. This study advocates the use of local sensitivity analysis as a low-computational cost tool to identify the main characteristics of the bias behaviour, even for conceptual models with strongly non-linear transfer functions.
机译:本文采用摄动法研究了两个岩溶泉水储层模型的标定和模拟结果对初始条件敏感性的分析特性。结果表明,初始条件下不确定性的传播取决于模型结构和仿真开始时状态变量所假定的值。根据模型结构,非线性可能会加快或延迟初始化偏差的耗散。特别是,基于阈值的传递函数显示为生成狄拉克灵敏度模式。当与长期记忆库和快速放电模型关联时,即使在很长时间不活动之后,它们也可能会产生大量的初始化偏差。实际的结果是,常用的一年预热期可能不足以消除初始化偏差。校准结果可能会受到重大影响。仔细检查初始化偏差行为应成为“良好建模实践”的一部分。尤其是,只有在有效消除了初始化偏差的情况下,才有理由采用复杂的过程来确定用于参数优化的目标函数的全局最优值。这项研究提倡使用局部敏感性分析作为一种低计算成本的工具来识别偏差行为的主要特征,即使对于具有强烈非线性传递函数的概念模型也是如此。

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