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arXiv physics/0303101physics.flu-dyn
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二维子代数上特殊可压缩流体的子模型

Submodels of the Special Compressible Fluid on Two-Dimensional Subalgebras

V. G. Volkov, M. M. Shakir'yanov

摘要:

本文从气体动力学方程导出的最优代数系统$L_{13}$中引出二维子代数。计算了二维sabalgebra代数的不变量,构造了二维sabalgebra代数的不变量子模型。然后,不变子模型被简化为规范类型之一:进化或静止。

英文摘要:

The article take up two-dimensional subalgebras from optimum system of algebra $L_{13}$, which is deduce from the gas dynamics equations. We calculated invariants and constructed invariant submodels for two-dimensional sabalgebras. Then invariant submodels are reduce to one of canonical types: evolutionary or stationary.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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