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Boundary element solution for half-space elasticity or stokes problem with a no-slip boundary

机译:半空间弹性的边界元解或无滑移边界的斯托克斯问题

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We report an implementation of the Boundary Element Method (BEM) for half-space elasticity or Stokes problems with a plane interface (the boundary of the half space). With a proper choice of the singularity solution this plane interface, on which the displacement or velocity vector is zero, does not need to be discretized. For a large class of problems involving translating or rotating bodies a simplification of the boundary element formulation is possible, with a resulting improvement in the accuracy of the numerical results. The three-dimensional boundary element program was tested with the moving sphere problem and was found to be satisfactory in all cases.
机译:我们报告了边界元法 (BEM) 的实现,用于平面界面(半空间的边界)的半空间弹性或斯托克斯问题。通过正确选择奇点解,该平面界面(其位移或速度矢量为零)不需要离散化。对于涉及平移或旋转物体的一大类问题,可以简化边界元的公式,从而提高数值结果的准确性。三维边界元程序用运动球体问题进行了测试,发现在所有情况下都令人满意。

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