湍流
标量(数学)
直接数值模拟
压缩性
物理
统计物理学
计算机模拟
Kε湍流模型
机械
经典力学
数学
几何学
雷诺数
出处
期刊:Science in China Series G, Physics, mechanics and astronomy
[Chinese Academy of Sciences]
日期:2004-01-01
卷期号:47 (1): 52-52
被引量:9
摘要
The passive scalars in the decaying compressible turbulence with the initial Reynolds number (defined by Taylor scale and RMS velocity) Re=72, the initial turbulent Mach numbers (defined by RMS velocity and mean sound speed) Mt=0.2-0.9, and the Schmidt numbers of passive scalar Sc=2-10 are numerically simulated by using a 7th order upwind difference scheme and 8th order group velocity control scheme. The computed results are validated with different numerical methods and different mesh sizes. The Batchelor scaling with k(-1) range is found in scalar spectra. The passive scalar spectra decay faster with the increasing turbulent Mach number. The extended self-similarity (ESS) is found in the passive scalar of compressible turbulence.
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