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A numerical method for the viscous incompressible Oseen flow in shape reconstruction

机译:形状重构中粘性不可压缩Oseen流的数值方法

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摘要

This paper is concerned with the shape reconstruction of a bounded domain with a viscous incompressible fluid driven by the Oseen equations. For the approximate solution of the ill-posed and nonlinear problem we propose a regularized Gauss-Newton method. A theoretical foundation for the method is given by establishing the differentiability of the boundary value problem with respect to the boundary in the sense of the domain derivative. The results of several numerical experiments show that our theory is useful for practical purpose, and the proposed algorithm is feasible.
机译:本文涉及由Oseen方程驱动的具有粘性不可压缩流体的有界域的形状重构。对于不适定和非线性问题的近似解,我们提出了一种正则化的高斯-牛顿法。通过建立域导数意义上的边界值问题相对于边界的可微性,为该方法提供了理论基础。若干数值实验的结果表明,我们的理论是实用的,所提出的算法是可行的。

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