Some nonlinear coupled problems of hyperbolic and parabolic equations are considered, the finite element scheme and A. D. I. finite element scheme are studied. The existence and uniqueness of the approximational schem...
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Some nonlinear coupled problems of hyperbolic and parabolic equations are considered, the finite element scheme and A. D. I. finite element scheme are studied. The existence and uniqueness of the approximational schemes are obtained, together with the optimal H 1-norm and L 2-norm convergence results.
In this paper we prove that the solutions of the finite element method for a classof parabolic equations converge to the solutions of the finite element method for aclass of elliptic equations as t→∞, this makes it ...
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In this paper we prove that the solutions of the finite element method for a classof parabolic equations converge to the solutions of the finite element method for aclass of elliptic equations as t→∞, this makes it available to get the numericalsolutions of elliptic equations by the difference schemes with intrinsic parallelismwhich initiated by professor Zhou Yulin.
This paper presented two efficient parallel strategies for domain splitting method arising from the 2-dimensional multiple matters computational fluid dynamics.
This paper presented two efficient parallel strategies for domain splitting method arising from the 2-dimensional multiple matters computational fluid dynamics.
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