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Control of coupling mass balance error in a process-based numerical model of surface-subsurface flow interaction

机译:基于过程的表面 - 地下流相互作用数值模型中耦合质量平衡误差的控制

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摘要

© 2015. American Geophysical Union. All Rights Reserved.A process-based numerical model of integrated surface-subsurface flow is analyzed in order to identify, track, and reduce the mass balance errors affiliated with the model's coupling scheme. The sources of coupling error include a surface-subsurface grid interface that requires node-to-cell and cell-to-node interpolation of exchange fluxes and ponding heads, and a sequential iterative time matching procedure that includes a time lag in these same exchange terms. Based on numerical experiments carried out for two synthetic test cases and for a complex drainage basin in northern Italy, it is shown that the coupling mass balance error increases during the flood recession limb when the rate of change in the fluxes exchanged between the surface and subsurface is highest. A dimensionless index that quantifies the degree of coupling and a saturated area index are introduced to monitor the sensitivity of the model to coupling error. Error reduction is achieved through improvements to the heuristic procedure used to control and adapt the time step interval and to the interpolation algorithm used to pass exchange variables from nodes to cells. The analysis presented illustrates the trade-offs between a flexible description of surface and subsurface flow processes and the numerical errors inherent in sequential iterative coupling with staggered nodal points at the land surface interface, and it reveals mitigation strategies that are applicable to all integrated models sharing this coupling and discretization approach.
机译:©2015。美国地球物理联盟。保留所有权利。对基于过程的地表-地下一体化流数值模型进行分析,以识别,跟踪和减少与模型耦合方案相关的质量平衡误差。耦合误差的来源包括需要交换流量和汇聚头的节点到单元和单元到节点插值的表面-地下网格接口,以及在这些相同交换条件下包括时滞的顺序迭代时间匹配过程。 。基于对两个综合测试案例以及意大利北部一个复杂流域进行的数值实验,结果表明,当地表与地下之间的通量变化率变化时,在洪涝衰退时期耦合质量平衡误差会增加。最高。引入了量化耦合程度的无量纲指标和饱和面积指标,以监视模型对耦合误差的敏感性。通过改进用于控制和调整时间步长间隔的启发式程序以及用于将交换变量从节点传递到单元的插值算法,可以减少错误。提出的分析阐明了在地表和地下流动过程的灵活描述与陆面界面处交错节点处的顺序迭代耦合固有的数值误差之间的权衡,并且揭示了适用于所有集成模型共享的缓解策略这种耦合和离散化方法。

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