Discrete groups, symmetric flows and hydrodynamic blowup

机译：离散群，对称流和流体动力爆破

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Discrete group theory is applied to certain well-known flows with discrete symmetries. A flow is associated with particular discrete point or space group if flow components possess the same symmetries as the irreducible representations of the group. The flows examined are or have been considered candidates for finite-time blowup. The properties of the groups are related to the characteristics of the flows.

机译：离散群论适用于某些具有离散对称性的众所周知的流。如果流分量具有与该组的不可约表示相同的对称性，则该流与特定的离散点或空间组关联。所检查的流量已经或已经被认为是有限时间爆炸的候选对象。组的属性与流的特征有关。

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《NATO ARW and IUTAM Symposium Sep 2-7, 2001 Zakopane, Poland》|2001年|p.269-283|共15页
会议地点 Zakopane(PL)
作者
Richard B. PELZ;
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作者单位

Rutgers University, Department of Mechanical and Aerospace Engineering, 98 Brett Road, Piscataway, NJ 08854-8058, USA;

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原文格式 PDF
正文语种 eng
中图分类力学;
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入库时间 2022-08-26 14:22:16

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Discrete groups, symmetric flows and hydrodynamic blowup

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