C. Liu and S. F. McCormick, Multigrid, elliptic grid generation and the fast adaptive composite grid method for solving transonic potential flow equations, in Multigrid Methods: Theory, Applications, and Supercomputing, S. F. McCormick, ed., Lecture Notes in Pure and Appl. Math., 110, Marcel Dekker, New York, 1988, pp. 365-387.  Home/Search   Document Not in Database   Summary   Related Articles   Check

....existence, uniqueness, and regularity of the solution are not central to this paper, but have been discussed in the papers [31, 35] and references therein. Related finite element approaches for this class of full potential equations can also be found in [1, 16] A finite volume scheme was given in [30] and a mortar element based domain decomposition scheme was recently parallelized to high efficiency in [26] 3.1 Basic finite element scheme The finite element problem is formulated in terms of the weak form a( Phi; v) ae( Phi)r Phi Delta rv : We use bilinear elements on a rectangular ....

C. Liu and S. F. McCormick, Multigrid, elliptic grid generation and the fast adaptive composite grid method for solving transonic potential flow equations, in Multigrid Methods: Theory, Applications, and Supercomputing, S. F. McCormick, ed., Lecture Notes in Pure and Appl. Math., 110, Marcel Dekker, New York, 1988, pp. 365-387.

....existence, uniqueness, and regularity of the solution are not central to this paper, but have been discussed in the papers [32, 36] and references therein. Related finite element approaches for this class of full potential equations can also be found in [1, 17] A finite volume scheme was given in [31] and a mortar element based domain decomposition scheme was recently parallelized to high efficiency in [27] 3.1. Basic finite element scheme. The finite element problem is formulated in terms of the weak form: find Phi 2 V ae H ( Omega Gamma such that a( Phi; Psi) ae( Phi)r Phi ....

C. Liu and S. F. McCormick, Multigrid, elliptic grid generation and the fast adaptive composite grid method for solving transonic potential flow equations, in Multigrid Methods: Theory, Applications, and Supercomputing, S. F. McCormick, ed., Lecture Notes in Pure and Appl. Math., 110, Marcel Dekker, New York, 1988, pp. 365-387.

....existence, uniqueness, and regularity of the solution are not central to this paper, but have been discussed in the papers [32, 36] and references therein. Related finite element approaches for this class of full potential equations can also be found in [1, 17] A finite volume scheme was given in [31], and a mortar element based domain decomposition scheme was recently parallelized to high e#ciency in [27] 3.1. Basic finite element scheme. The finite element problem is formulated in terms of the weak form: find # # V h # H 1(## such that a(#, #) Z# #(#)## ## d# ## # V h . ....

C. LIU AND S. F. MCCORMICK, Multigrid, elliptic grid generation and the fast adaptive composite grid method for solving transonic potential flow equations, in Multigrid Methods: Theory, Applications, and Supercomputing, S. F. McCormick, ed., Lecture Notes in Pure and Appl. Math. 110, Marcel Dekker, New York, 1988, pp. 365--387.

....existence, uniqueness, and regularity of the solution are not central to this paper, but have been discussed in the papers [32, 36] and references therein. Related finite element approaches for this class of full potential equations can also be found in [1, 17] A finite volume scheme was given in [31] and a mortar element based domain decomposition scheme was recently parallelized to high efficiency in [27] 3.1. Basic finite element scheme. The finite element problem is formulated in terms of the weak form: find Phi 2 V h ae H 1( Omega Gamma such that a( Phi; Psi) Z Omega ....

C. Liu and S. F. McCormick, Multigrid, elliptic grid generation and the fast adaptive composite grid method for solving transonic potential flow equations, in Multigrid Methods: Theory, Applications, and Supercomputing, S. F. McCormick, ed., Lecture Notes in Pure and Appl. Math., 110, Marcel Dekker, New York, 1988, pp. 365-387.

....existence, uniqueness, and regularity of the solution are not central to this paper, but have been discussed in the papers [30, 34] and references therein. Related finite element approaches for this class of full potential equations can also be found in [1, 16] A finite volume scheme was given in [29]. 3.1. Basic finite element scheme. The finite element problem is formulated in terms of the weak form a( Phi; v) Z Omega ae( Phi)r Phi Delta rv d Omega : We use bilinear elements on a rectangular partition of Omega denoted by Omega h = f i ; i = 1; M h g. Let fOE i (x; y)g be ....

C. Liu and S. F. McCormick, Multigrid, elliptic grid generation and the fast adaptive composite grid method for solving transonic potential flow equations, in Multigrid Methods: Theory, Applications, and Supercomputing, S. F. McCormick, ed., Lecture Notes in Pure and Appl. Math., 110, Marcel Dekker, New York, 1988, pp. 365-387.

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