Incompressible and ideal 2D flow around a small obstacle with constant velocity at infinity
Incompressible and ideal 2D flow around a small obstacle with constant velocity at infinity
复制标题
围绕小障碍物以无穷远恒速不可压缩且理想的二维流动
DOI：
10.1090/s0033-569x-2013-01299-4
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发表时间：
2013
期刊：
影响因子：
--
通讯作者：
H. N. Lopes
中科院分区：
文献类型：
--
作者：
M. L. Filho;Huy Hoang Nguyen;H. N. Lopes
本文研究不可压缩流通过小障碍物时的极限特性。以前关于这个问题的工作是处理无穷远处速度为零的流动。我们研究这个极限的流量是恒定的，在无穷大的最简单的情况下，二维的，理想的流动过去的障碍。这扩展了Iftimie、Lopes Filho和Lopes（2003）的工作。
This article is concerned with the limiting behavior of incompressible flow past a small obstacle. Previous work on this problem has dealt with flows with vanishing velocity at infinity. We examine this limit for flows that are constant at infinity in the simplest case, that of two-dimensional, ideal flow past an obstacle. This extends the work in Iftimie, Lopes Filho, and Lopes (2003).