Method for calculating micro-pressure waves generated in process of passing through tunnel by high-speed train
A calculation method, high-speed train technology, applied to the micro-pressure wave calculation after the high-speed train passes through the tunnel. The high-speed train passes through the tunnel field, which can solve the problems of complex and difficult tunnel flow field, large-scale calculation grid, etc., to speed up the calculation process , saving time and reducing the number of grids
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[0022] When the train runs in the tunnel, the flow of air in the tunnel will be limited by the tunnel wall. Even if the Mach number does not reach 0.3, the influence of compressibility must still be considered; the width of the train is used as the characteristic length, and the Reynolds number of the flow field around the train is > 106 , is in a turbulent state, so when the high-speed train is running in the tunnel, the flow field around it is a three-dimensional, compressible turbulent flow field, and the governing equation of the flow field on any control body whose boundary is moving can be written in the following unified form:
[0023] d dt ∫ V ρφdV + ∫ s [ ρφ ( U - U g ) - Γ φ ...
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