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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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 applied assumed bond graph boundary conditions boundary value problem calculated cell coefficients collocation components COMPUTER METHODS consider constant convergence cubic defined density dependent derivatives difference approximation diffusion dimensional problems discretization distribution domain efficient elliptic equa error evaluation Figure finite difference finite element method flow fluid line formulation Galerkin method Gaussian quadrature given grid hybrid computer hybrid solution IMACS AICA initial conditions integral iteration layer linear matrix mesh METHODS FOR PARTIAL Navier-Stokes equations nodes nonlinear numerical method numerical solution obtained ODE's operator ordinary differential equations parabolic parallel computer parameter PARTIAL DIFFERENTIAL EQUATIONS PDE's points polynomials presented pressure procedure PUBL quadrature simulation singular solved space steady step technique temperature theorem tion trial functions variables vector velocity VICHNEVETSKY Editor zone ди