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2010
Conference Paper
Titel
On the extension of the wave based method
Abstract
This paper discusses the possibility to apply the ideas of the wave based method, which has been developed for the steady-state acoustic areas, i.e. to solve Helmholtz type boundary value problems in a bounded domain, in non-acoustics areas such as steady-state temperature propagation, calculation of the velocity potential function of a liquid flux, calculation of the light irradience in a liver tissue/tumor, etc. We show a way to handle the inhomogeneity in the differential equation using the non-uniform non-rational B-splines.