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基于BISQ模型的三维双相各向异性介质数值模拟

机译:基于BISQ模型的三维双相各向异性介质数值模拟

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摘要

Biot-flow and squirt-flow are the two most important fluid flow mechanisms in porous media containing fluids. Based on the BISQ (Biot-Squirt) model where the two mechanisms are treated simultaneously, the elastic wave-field simulation in the porous medium is limited to two-dimensions and two-components (2D2C) or two-dimensions and three-components (2D3C). There is no previous report on wave simulation in three-dimensions and three-components. Only through three dimensional numerical simulations can we have an overall understanding of wave field coupling relations and the spatial distribution characteristics between the solid and fluid phases in the dual-phase anisotropic medium. In this paper, based on the BISQ equation, we present elastic wave propagation in a three dimensional dual-phase anisotropic medium simulated by the staggered-grid high-order finite-difference method. We analyze the resulting wave fields and show that the results are an improvement.
机译:Biot-Flow和Squirt流是含有流体的多孔介质中最重要的流体流动机制。基于双Q(Biot-Squirt)模型,其中两个机构同时处理,多孔介质中的弹性波场模拟限于两维和双组分(2D2C)或两维和三组分( 2D3C)。在三维和三分组件中没有关于波模拟的先前报告。只有通过三维数值模拟,我们可以全面了解波场耦合关系和双相各向异性介质中的固体和流体相之间的空间分布特性。本文基于BISQ方程,我们在通过交错栅格高阶有限差分法模拟的三维双相各向异性介质中存在弹性波传播。我们分析了所产生的波田,并表明结果是改进。

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