Multidomain pseudo spectral approximations of second order boundary value problems in one dimension are considered. The equation is collocated at the Chebyshev nodes inside each subinterval. Different patching conditions at the interfaces are analyzed. Results of stability and convergence are given.
DOMAIN DECOMPOSITION METHODS FOR PSEUDO SPECTRAL APPROXIMATIONS .1. 2ND ORDER EQUATIONS IN ONE DIMENSION / Funaro, Daniele. - In: NUMERISCHE MATHEMATIK. - ISSN 0029-599X. - STAMPA. - 52:(1988), pp. 329-344. [10.1007/BF01398883]
DOMAIN DECOMPOSITION METHODS FOR PSEUDO SPECTRAL APPROXIMATIONS .1. 2ND ORDER EQUATIONS IN ONE DIMENSION
FUNARO, Daniele
1988
Abstract
Multidomain pseudo spectral approximations of second order boundary value problems in one dimension are considered. The equation is collocated at the Chebyshev nodes inside each subinterval. Different patching conditions at the interfaces are analyzed. Results of stability and convergence are given.
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