Two Conservative Difference Schemes for Rosenau-Kawahara Equation

Two Conservative Difference Schemes for Rosenau-Kawahara Equation

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Two conservative finite difference schemes for the numerical solution of the initialboundary value jilungin dreaming tea problem of Rosenau-Kawahara equation are proposed.The difference schemes simulate two conservative quantities of the emtek 2113 problem well.The existence and uniqueness of the difference solution are proved.

It is shown that the finite difference schemes are of second-order convergence and unconditionally stable.Numerical experiments verify the theoretical results.