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Theory and numerics of erosion processes in fluid-saturated porous media

机译:流体饱和多孔介质中腐蚀过程的理论与数值

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In the current contribution we present a continuum-based erosion model for fluid-saturated porous materials. We focus on the hydro-mechanical aspect of erosion, e.g. the sand production problem in petroleum wells. As a consequence, the model is restricted to a set of mass balance equations assuming that the solid skeleton is rigid. Phenomenologically, it is assumed that the erosion process is mainly driven by the discharge of the pore fluid (Vardoulakis et al. 1996; Stavropoulou et al. 1998). These assumptions can also be manifested thermodynamically (Steeb and Diebels 2003b; Steeb et al. 2004) and experimantally (Skjeerstein et al. 1997). Thus several constitutive equations are presented taking the effects of internal erosion into account. The paper is closed with several one- and two-dimensional numerical experiments based on Galerkin finite elements.
机译:在目前的贡献中,我们提出了一种基于连续的流体饱和多孔材料的腐蚀模型。 我们专注于侵蚀的水力机械方面,例如, 石油井的砂产量问题。 结果,该模型仅限于一组质量平衡方程,假设固体骨架是刚性的。 显然,假设侵蚀过程主要由孔隙流体排出(Vardoulakis等,1996; Stavropoulou等1998)。 这些假设也可以表现出热力学(Steeb和DieBels 2003b; Steeb等人2004)和Expermantally(Skjeerstein等,1997)。 因此,提出了几个本构体方程,以考虑内部侵蚀的影响。 该纸张用基于Galerkin有限元的几个和二维数值实验关闭。

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