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ENTROPY CONSISTENCY OF LARGE TIME STEP SCHEMES FOR ISENTROPIC EQUATIONS OF GAS DYNAMICS
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作者 姜光山 王靖华 《Acta Mathematica Scientia》 SCIE CSCD 1993年第4期361-383,共23页
In this paper, We show for isentropic equations of gas dynamics with adiabatic exponent gamma=3 that approximations of weak solutions generated by large time step Godunov's scheme or Glimm's scheme give entrop... In this paper, We show for isentropic equations of gas dynamics with adiabatic exponent gamma=3 that approximations of weak solutions generated by large time step Godunov's scheme or Glimm's scheme give entropy solution in the limit if Courant number is less than or equal to 1. 展开更多
关键词 entropy CONSISTENCY OF LARGE TIME STEP schemes FOR ISENTROPIC EQUATIONS OF GAS DYNAMICS STEP
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