Advances in Computer Methods for Partial Differential Equations II: Proceedings of the Second IMACS (AICA) International Symposium on Computer Methods for Partial Differential Equations, Held at Lehigh University, Bethlehem, Pennsylvania, U.S.A., June 22-24, 1977Robert Vichnevetsky |
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Page 108
... method for numerically solv- ing the steady compressible Navier - Stokes equations by the ( Galerkin ) finite element method is presented . The basis of the method is application of the Gauss - Seidel principle in block form for ...
... method for numerically solv- ing the steady compressible Navier - Stokes equations by the ( Galerkin ) finite element method is presented . The basis of the method is application of the Gauss - Seidel principle in block form for ...
Page 170
... finite difference simulation , direct solution methods are generally used for finite element studies . In this paper , we present the " Block Iterative Finite Element Preprocessed Scheme " ( BIFEPS ) for finite element simulation models ...
... finite difference simulation , direct solution methods are generally used for finite element studies . In this paper , we present the " Block Iterative Finite Element Preprocessed Scheme " ( BIFEPS ) for finite element simulation models ...
Page 307
... method is most promising for application to improved oil recovery processes . Introduction For the simulation of conventional oil recovery processes , finite difference models ... FINITE ELEMENT METHODS FOR RESERVOIR SIMULATION L C Young.
... method is most promising for application to improved oil recovery processes . Introduction For the simulation of conventional oil recovery processes , finite difference models ... FINITE ELEMENT METHODS FOR RESERVOIR SIMULATION L C Young.
Contents
RECENT DEVELOPMENTS OF THE HOPSCOTCH METHOD A R Gourlay | 1 |
SOFTWARE FOR LINEAR ELLIPTIC PROBLEMS ON GENERAL TWO DIMENSIONAL DOMAINS E N Houstis | 7 |
THE MODIFIED CONJUGATE RESIDUAL METHOD FOR PARTIAL DIFFERENTIAL EQUATIONS R Chandra | 13 |
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accuracy ADVANCES IN COMPUTER algebraic algorithm analog analysis analytical applied assumed block boundary conditions boundary value problem calculated cell coefficients collocation components COMPUTER METHODS consider constant convergence cubic defined density dependent derivatives difference approximation discretization domain efficient elliptic equa error evaluation example Figure finite difference finite element method flow formulation Fourier Galerkin method given Green's function grid hybrid computer IMACS IMACS AICA initial conditions integral equations iteration L2 norm layer linear Math matrix mesh METHODS FOR PARTIAL nodes nonlinear numerical method numerical solution obtained ODE's operator ordinary differential equations parabolic parameter PARTIAL DIFFERENTIAL EQUATIONS PDE's points polynomials potential presented pressure procedure PUBL quadrature rectangular simulation singular solved space square steady step Table technique theorem tion trial functions variables variation vector velocity VICHNEVETSKY Editor