【摘 要】
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The initial boundary value problem (IBVP) for the 3×3 hyperbolic system of reacting flow with source term proposed by R.J.LeVeque and others (see [8]) is consi
【机 构】
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Insititute of Mathematic
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The initial boundary value problem (IBVP) for the 3×3 hyperbolic system of reacting flow with source term proposed by R.J.LeVeque and others (see [8]) is considered.It is shown,in the present paper,that if the initial data are a suitable perturbation of a shifted shock profile which is suitably away from the boundary,then there exists a unique smooth solution in R2+ to the IBVP of the 3×3 hyperbolic system,which tends to another shifted shock profile of this system as t→∞.
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