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Element refinement methods and systems in arbitrary lagrangian-eulerian (ALE) based finite element analysis

机译:基于任意拉格朗日-欧拉(ALE)的有限元分析方法和系统

摘要

Systems and methods for refining ALE elements in a time-marching simulation are disclosed. A FEA model representing a physical domain is defined and used in a time-marching simulation that simulates physical phenomena of the physical domain. Certain ones of the ALE elements are refined upon detecting a user-defined triggering condition. Each of said certain ones of the ALE elements is refined into a number of child elements. When an ALE element contains more than one material, volume fractions representing respective materials are calculated in each of the child elements right after each refinement. At each advection phase, each donor maps its flux to one or more receptors. When a donor maps its flux to multiple receptors, each receptor calculates its own share of the flux from the donor. When the donor contains more than one material, each receptor must account for such situation.
机译:公开了用于在时间行进仿真中细化ALE元素的系统和方法。定义了表示物理域的FEA模型,并将其用于模拟物理域物理现象的时间行进模拟中。在检测到用户定义的触发条件时,将完善某些ALE元素。所说的某些ALE元素中的每一个都被细化为许多子元素。如果ALE元素包含不止一种材料,则在每次细化后立即在每个子元素中计算代表相应材料的体积分数。在每个对流阶段,每个供体将其通量映射到一个或多个受体。当供体将其通量映射到多个受体时,每个受体都会计算出自己在供体中的通量份额。当供体包含一种以上的物质时,每种受体都必须考虑这种情况。

著录项

  • 公开/公告号US8744825B2

    专利类型

  • 公开/公告日2014-06-03

    原文格式PDF

  • 申请/专利权人 NICOLAS AQUELET;

    申请/专利号US201213371804

  • 发明设计人 NICOLAS AQUELET;

    申请日2012-02-13

  • 分类号G06G7/50;G06F7/60;G06F17/10;G06G7/48;

  • 国家 US

  • 入库时间 2022-08-21 16:00:58

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