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Results: 1-7 |
Results: 7
COMPARISON OF SHAPE DESIGN SENSITIVITY ANALYSIS FORMULATIONS VIA MATERIAL DERIVATIVE-ADJOINT VARIABLE AND IMPLICIT DIFFERENTIATION TECHNIQUES FOR 3-D AND 2-D CURVED BOUNDARY-ELEMENT
Authors: BURCZYNSKI T KANE JH BALAKRISHNA C
Citation: T. Burczynski et al., COMPARISON OF SHAPE DESIGN SENSITIVITY ANALYSIS FORMULATIONS VIA MATERIAL DERIVATIVE-ADJOINT VARIABLE AND IMPLICIT DIFFERENTIATION TECHNIQUES FOR 3-D AND 2-D CURVED BOUNDARY-ELEMENT, Computer methods in applied mechanics and engineering, 142(1-2), 1997, pp. 89-109
A SYMMETRICAL GALERKIN MULTIZONE BOUNDARY-ELEMENT FORMULATION
Authors: LAYTON JB GANGULY S BALAKRISHNA C KANE JH
Citation: Jb. Layton et al., A SYMMETRICAL GALERKIN MULTIZONE BOUNDARY-ELEMENT FORMULATION, International journal for numerical methods in engineering, 40(16), 1997, pp. 2913-2931
SHAPE DESIGN SENSITIVITY ANALYSIS VIA MATERIAL DERIVATIVE-ADJOINT VARIABLE TECHNIQUE FOR 3-D AND 2-D CURVED BOUNDARY ELEMENTS
Authors: BURCZYNSKI T KANE JH BALAKRISHNA C
Citation: T. Burczynski et al., SHAPE DESIGN SENSITIVITY ANALYSIS VIA MATERIAL DERIVATIVE-ADJOINT VARIABLE TECHNIQUE FOR 3-D AND 2-D CURVED BOUNDARY ELEMENTS, International journal for numerical methods in engineering, 38(17), 1995, pp. 2839-2866
EFFICIENT ANALYTICAL INTEGRATION OF SYMMETRICAL GALERKIN BOUNDARY INTEGRALS OVER CURVED ELEMENTS - ELASTICITY FORMULATION
Authors: BALAKRISHNA C GRAY LJ KANE JH
Citation: C. Balakrishna et al., EFFICIENT ANALYTICAL INTEGRATION OF SYMMETRICAL GALERKIN BOUNDARY INTEGRALS OVER CURVED ELEMENTS - ELASTICITY FORMULATION, Computer methods in applied mechanics and engineering, 117(1-2), 1994, pp. 157-179
EFFICIENT ANALYTICAL INTEGRATION OF SYMMETRICAL GALERKIN BOUNDARY INTEGRALS OVER CURVED ELEMENTS - THERMAL CONDUCTION FORMULATION
Authors: BALAKRISHNA C GRAY LJ KANE JH
Citation: C. Balakrishna et al., EFFICIENT ANALYTICAL INTEGRATION OF SYMMETRICAL GALERKIN BOUNDARY INTEGRALS OVER CURVED ELEMENTS - THERMAL CONDUCTION FORMULATION, Computer methods in applied mechanics and engineering, 111(3-4), 1994, pp. 335-355
PRECONDITIONED KRYLOV SOLVERS FOR BEA
Authors: PRASAD KG KANE JH KEYES DE BALAKRISHNA C
Citation: Kg. Prasad et al., PRECONDITIONED KRYLOV SOLVERS FOR BEA, International journal for numerical methods in engineering, 37(10), 1994, pp. 1651-1672
SYMMETRICAL GALERKIN BOUNDARY FORMULATIONS EMPLOYING CURVED ELEMENTS
Authors: KANE JH BALAKRISHNA C
Citation: Jh. Kane et C. Balakrishna, SYMMETRICAL GALERKIN BOUNDARY FORMULATIONS EMPLOYING CURVED ELEMENTS, International journal for numerical methods in engineering, 36(13), 1993, pp. 2157-2187
Risultati: 1-7 |