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Group Analysis of the One-Dimensional Boltzmann Equation: III. Condition for the Moment Quantities to Be Physically Meaningful

机译:一维Boltzmann等式的小组分析:III。 矩数量的条件是物理有意义的

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摘要

We present the group classification of the one-dimensional Boltzmann equation with respect to the function F = F ( t, x, c ) characterizing an external force field under the assumption that the physically meaningful constraints dx = c dt, dc = F dt, dt = 0, and dx = 0 are imposed on the variables. We show that for all functions F, the algebra is finite-dimensional, and its maximum dimension is eight, which corresponds to the equation with a zero F.
机译:我们在特征F = F(t,x,c)的函数f = f(t,x,c)上呈现了一维Boltzmann方程的组分类,其假设物理有意义的约束DX = C DT,DC = F DT, DT = 0,并且DX = 0施加在变量上。 我们表明,对于所有功能F,代数是有限的,其最大尺寸为8,其对应于具有零F的等式。

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