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Special issue on multiscale methods for flow and transport in heterogeneous porous media

机译:关于非均质多孔介质中流动和运输的多尺度方法的特刊

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摘要

The properties of natural porous media display high variability levels and complex multiscale heterogeneity. The dynamic flow and transport processes in these large geologic formations are, in turn, multiscale in nature and are a natural target for multiscale formulations. The development of multiscale numerical methods for the solution of partial differential equations with heterogeneous coefficients across scales has received increasing attention during the past few years. This special issue is a collection of articles that, in the opinion of the guest editors, is a representative "cross section" of current research in the area. Some of the contributions, which we outline below, are based on work presented at the Eighth Society for Industrial and Applied Mathematics Conference on Mathematical and Computational Issues in the Geosciences held in Avignon in June of 2005, where the guest editors organized a minisymposium on "Multiscale Methods for Flow and Transport in Heterogeneous Porous Media."
机译:天然多孔介质的特性显示出高可变性水平和复杂的多尺度异质性。这些大型地质构造中的动态流动和运输过程本质上是多尺度的,并且是多尺度配方的天然目标。在过去的几年中,用于解决跨尺度异质系数的偏微分方程的多尺度数值方法的发展受到越来越多的关注。本期特刊是一些文章的汇编,在来宾编辑看来,它们是该领域当前研究的代表“横断面”。我们在下面概述的一些贡献是基于2005年6月在阿维尼翁举行的第八届地球科学中的工业和应用数学协会关于地球科学中的数学和计算问题的会议上所做的工作,在那次会议上,客座编辑组织了一次关于“在非均质多孔介质中流动和运输的多尺度方法。”

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