[Back]

Scientific Reports:

W. Auzinger:
"DCMG01: A multigrid code with defect correction to solve \Delta U - c(x,y)U = f(x,y) on \Omega, U = g(x,y) on \partial\Omega, on nonrectangular bounded domains \Omega with high accuracy";
Report for Arbeitspapiere der GMD, Nr. 127; 1985.

English abstract:
DCMG01 is an extension of the Multigrid program MG01 to solve the Helmholtz equation with Dirichlet boundary conditions, \Delta U - (x,y)U = f(x,y) (on \Omega), U = g(x,y) (on \partial\Omega), by difference methods in general bounded domains \Omega \in \R^2 with high accuracy. The extension is based on a defect correction principle. This report describes the properties of DCMG01 and how to use it. Numerical examples are also presented.

Created from the Publication Database of the Vienna University of Technology.