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Nonlinear Acoustics Equations to Third Order. New Stabilization of the Burnett Equations

机译:非线性声学方程到三阶。 Burnett方程的新稳定

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For nonlinear acoustics for ultrahigh frequencies it is necessary to go beyond the Navier-Stokes equations. For a gas the next set of equations due to Burnett were shown by Bobylev to have an unphysical instability. The Burnett equations are here stabilized as a set of equations for the fluid dynamic variables ρ, v, T, first in an approximation adequate for third order nonlinear acoustics and then in the general case.
机译:对于用于超高频率的非线性声学,必须超出Navier-Stokes方程。对于气体,Bobylev示出了由于烧伤导致的下一组方程,以具有不受神经的不稳定性。伯内特方程在此稳定为流体动态变量ρ,v,t的一组方程,首先在近似用于三阶非线性声学的近似,然后在一般情况下。

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