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A stabilized nodally integrated meshfree formulation for fully coupled hydro-mechanical analysis of fluid-saturated porous media

机译:用于流体饱和多孔介质全耦合流体力学分析的稳定的节状集成无网格配方

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摘要

Numerical modeling of reservoirs with low permeability or under undrained conditions often suffers from spurious fluid pressure oscillations due to the improper construction of approximation spaces. To address this issue, a fully coupled, stabilized meshfree formulation is developed based on a fluid pressure projection method, in which an additional stabilization term is added to the variational equation to correct the deficiency of the equal-order u-p reproducing kernel approximation. The projection scheme is formulated under the framework of the stabilized conforming nodal integration which enables a significant enhancement of the computational efficiency and accuracy, and the spurious low-energy modes of nodal integration are also eliminated. The effectiveness of the proposed stabilized meshfree formulation is demonstrated by solving several benchmark problems. (C) 2015 Elsevier Ltd. All rights reserved.
机译:低渗透性或不排水条件下的储层数值模拟由于近似空间构造不当而经常遭受假性流体压力振荡。为了解决这个问题,基于流体压力投影方法开发了一种完全耦合的,稳定的无网格配方,其中,将一个附加的稳定项添加到变分方程中,以纠正等阶u-p再现核近似的不足。该投影方案是在稳定的顺应性节点积分框架下制定的,从而可以显着提高计算效率和准确性,并且还消除了节点积分的虚假低能模式。通过解决几个基准问题,证明了所提出的稳定无网格配方的有效性。 (C)2015 Elsevier Ltd.保留所有权利。

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