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MESH CORRECTION METHOD BY QUASI-STATISTIC MODEL

机译:准静态模型的网格修正方法

摘要

PROBLEM TO BE SOLVED: To provide a mesh correction method by a quasi-statistic model capable of correcting an awkward element so as to bring it close to an ideal shape of the element for the element constituting a provided mesh and of correcting the mesh so as to improve analysis accuracy.;SOLUTION: This method for correcting a mesh is executed by the following processes: an arbitrary nodal point of the mesh is first selected; a local area comprising a plurality of elements including the nodal point is delimited around the selected nodal point; parameters for evaluating quantity of the respective elements in the local area are respectively calculated as a quasi-statistic model; coordinates of the apexes of the respective elements being the selected nodal points are moved so that the distribution of the calculated parameters becomes a predetermined one; and finally, the coordinates of the respective moved apexes are averaged so that a new corrected center of the local area is determined.;COPYRIGHT: (C)2006,JPO&NCIPI
机译:解决的问题:通过准统计模型提供一种网格校正方法,该模型能够校正笨拙的元素以使其接近构成所提供网格的元素的元素的理想形状,并能够对网格进行校正,从而解决方案:该校正网格的方法是通过以下过程执行的:首先选择网格的任意节点;在所选择的节点周围围绕包括节点的包括多个元素的局部区域;分别计算出用于评估局部区域中各个元素的量的参数作为准统计模型;移动作为选定节点的各个元素的顶点的坐标,以使计算出的参数的分布成为预定值。最后,将各个移动的顶点的坐标取平均值,以便确定新的局部校正中心。版权所有:(C)2006,JPO&NCIPI

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