Domain decomposition by iterative field bouncing
Domain decomposition by iterative field bouncing
复制标题
通过迭代场弹跳进行域分解
DOI：
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发表时间：
2002
期刊：
影响因子：
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通讯作者：
M. Carr
中科院分区：
文献类型：
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作者：
M. Carr
在对涉及两个或多个不同分区的几何图形进行建模时，可以应用迭代场反弹(IFB)方法来显著减少总的存储需求。这种方法还可以同时使用几种不同的技术，其中可以为每个分区选择最优的分析方法。IFB的应用加快了求解速度，特别是在每个分区以独立于其他分区的速度移动的情况下。文中给出了IFB的典型应用结果。
In modeling geometries that involve two or more distinct partitions, an iterative field bouncing (IFB) method can be applied to substantially reduce total memory requirements. This approach also makes possible the use of several different techniques simultaneously, where the optimal analysis method can be chosen for each partition. Application of IFB accelerates solutions particularly in situations where each partition is moving with a velocity independent of the others. Results are shown for a typical application of IFB.