Closed formulas for the error of staggered and simultaneous procedures are derived and compared. Conditions of global convergence are determined. It is shown that in some cases a complicated condition for stability of the staggered scheme can be replaced by a simpler one: the simultaneous stability condition for one iteration step. A counterexample for global convergence of the staggered method with a constant number of iterations, is presented. © 1994.

Error propagation of staggered solution procedures for transient problems

SCHREFLER, BERNHARD
1994

Abstract

Closed formulas for the error of staggered and simultaneous procedures are derived and compared. Conditions of global convergence are determined. It is shown that in some cases a complicated condition for stability of the staggered scheme can be replaced by a simpler one: the simultaneous stability condition for one iteration step. A counterexample for global convergence of the staggered method with a constant number of iterations, is presented. © 1994.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11577/2503280
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