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[2012-06-08]
Breakthrough in high Mach number compressible turbulence studies
A research team of Peking University has recently achieved breakthrough in the scaling and statistical properties studies of high Mach number compressible turbulence. Led by Shiyi Chen, professor in the State Key Laboratory for Turbulence and Complex Systems (SKLTCS), and Xiantu He, physicist in the Center for Applied Physics and Technology (CAPT), the team obtained accurate high Mach number turbulent fields with high-accuracy numerical simulation and analyzed the underlying physical process in the compressible turbulence. The results were published by Physical Review Letters on May 25, 2012.
High Mach number turbulence is of great importance to a large number of industrial applications and natural phenomena, including high-temperature reactive flows, combustion, transonic and hypersonic aircrafts, space exploration and astrophysics. Recently, the high Mach number turbulence and its mechanism become a hot area for turbulence research.
The research method of high Mach number compressible turbulence is quite different from that of weakly compressible and incompressible turbulence. Usually, the influence caused by the variation of density is neglected in the research of weakly compressible turbulence, therefore the models for incompressible turbulence studies are also suitable for weakly compressible turbulence research. However, those models are not suitable for the modest and high Mach number turbulence, of which compressibility is obvious. For a long time, scientists haven’t found efficient tools to study and analyze the high Mach number compressible turbulence.
As the one-dimensional simplified model of turbulence, the statistic of the behavior of Burgers turbulence (Burgulence) is an attractive subject for physicist and mathematicians. Although scientists have realized there is some linkage between Burgers turbulence and the compressible turbulence, the strict proof for the linkage hasn’t been proposed.
Scaling and Statistics in Three-Dimensional Compressible Turbulence, Phys. Rev.Lett. 108, 214505(2012)