首页> 外文会议>XIVth International Conference on Computational Methods in Water Resources (CMWR XIV), Jun 23-28, 2002, Delft, The Netherlands >Evaluation of a local grid refinement method for steady-state block-centered finite-difference groundwater models
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Evaluation of a local grid refinement method for steady-state block-centered finite-difference groundwater models

机译:稳态块中心有限差分地下水模型的局部网格细化方法的评估

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A new method of local grid refinement for two-dimensional block-centered finite-difference meshes that uses an iteration-based feedback to couple two separate grids has been developed. Its convergence properties have been evaluated and comparisons with alternative methods have been completed (Mehl and Hill, in review a). This work further investigates a difficulty encountered with the traditional telescopic mesh refinement (TMR) methods that lack a feedback. Results indicate: (1) Coupling the coarse grid with the refined grid in a numerically rigorous way that allows for a feedback can improve the coarse grid results; this improvement is not possible using the TMR methods because there is no feedback. (2) The TMR methods work well in situations where the better resolution of the locally refined grid has little influence on the overall flow-system dynamics, but if this is not true, lack of a feedback mechanism produced errors in head up to 6.8% and errors in cell-to-cell fluxes up to 7.1% for the case presented. (3) For the TMR methods, coupling using flux boundary conditions produces significant inconsistencies in the head distribution at the boundary interface. TMR inaccuracies can substantially effect parameter estimation (Mehl and Hill, in review b).
机译:已经开发出了一种新的二维块中心有限差分网格局部网格细化的新方法,该方法使用基于迭代的反馈来耦合两个单独的网格。已经评估了其收敛性,并完成了与其他方法的比较(Mehl和Hill,评论a)。这项工作进一步调查了缺乏反馈的传统伸缩网格优化(TMR)方法遇到的困难。结果表明:(1)以允许反馈的数字严格方式将粗网格与精网格耦合,可以改善粗网格结果;使用TMR方法无法实现这种改进,因为没有反馈。 (2)TMR方法在局部精细网格的较好分辨率几乎不影响整体流系统动力学的情况下效果很好,但是如果不是这样,则缺少反馈机制会导致误差高达6.8%。对于这种情况,单元间通量的误差高达7.1%。 (3)对于TMR方法,使用磁通边界条件进行耦合会在边界界面处的磁头分布中产生明显的不一致。 TMR误差会严重影响参数估计(Mehl和Hill,评论b)。

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