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MULTI-GRID FLUID PRESSURE SOLVER HANDLING SEPARATING SOLID BOUNDARY CONDITIONS

机译:多网格流体压力解算器处理分离固体边界条件

摘要

One embodiment of the present invention sets forth a geometric multi-grid technique which enables accurate simulations of three dimensional (3D) fluid volumes. A model of the fluid to be simulated is represented using a cubic cell grid. The geometric multi-grid is generated to provide a hierarchy of increasingly coarser representations of the model that are used by a fluid pressure solver. During fluid simulations, the linear complementarity problem (LCP) resulting from discretizing the Poisson equation, subject to separating solid boundary conditions, is solved using the geometric multi-grid. Visual artifacts such as liquid sticking to a bounding surface are minimized and the computations performed to solve the LCP are simplified.
机译:本发明的一个实施例提出了一种几何多网格技术,该技术能够对三维(3D)流体体积进行精确的模拟。使用三次元网格表示要模拟的流体模型。生成几何多网格以提供由流体压力求解器使用的模型的越来越粗糙的表示形式的层次结构。在流体模拟过程中,使用几何多重网格解决了离散化Poisson方程所产生的线性互补问题(LCP),并需要分离固体边界条件。视觉伪影(例如液体粘附到边界表面)被最小化,简化了解决LCP的计算。

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