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NURBS curves in direct definition of the shapes of the boundary for 2D Stokes flow problems in modified classical BIE

机译:直接定义修改的BIE中2D斯托克斯流问题的边界形状的NURBS曲线

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摘要

This paper proposes a modeling of the boundary at the interface between the body and the fluid for 2D flow problems described by the Stokes equation with NURBS curves. The theoretical representation of the boundary with the help of these curves is directly included into the classical boundary integral equations (BIE) for the Stokes equation. After this analytical inclusion of NURBS curves into a mathematical formula of the classical BIE, new generalized parametric integral systems (PIES) are obtained. (C) 2018 IMACS. Published by Elsevier B.V. All rights reserved.
机译:本文针对由Stokes方程描述的2D流动问题,使用NURBS曲线对体与流体之间的界面边界进行了建模。借助这些曲线,边界的理论表示直接包含在Stokes方程的经典边界积分方程(BIE)中。在将NURBS曲线分析性地纳入经典BIE的数学公式之后,获得了新的广义参数积分系统(PIES)。 (C)2018年IMACS。由Elsevier B.V.发布。保留所有权利。

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