AuthorsT. Gillberg
EditorsF. Chan, D. Marinova and B. Anderssen
TitleA Semi-Ordered Fast Iterative Method (SOFI) for Monotone Front Propagation in Simulations of Geological Folding
Afilliation, Scientific Computing
Project(s)Center for Biomedical Computing (SFF)
StatusPublished
Publication TypeProceedings, refereed
Year of Publication2011
Conference NameMODSIM2011, 19th International Congress on Modelling and Simulation
Pagination631-647
Date PublishedDecember
PublisherModelling and Simulation Society of Australia and New Zealand
ISBN Number978-0-9872143-1-7
KeywordsConference
Abstract

This paper present a novel algorithm for monotone front propagation of anisotropic nature. In several examples the new algorithm is shown to be fast and able to solve a general class of front propagation problems. The algorithm is inspired by Huygens' principle in that the front is described using a list of nodes that are used as source points to evolve the front. Nodes affected by the source points are either directly used as source points or temporarily paused, depending on their solution value and the average solution value of all source points. This feature makes the algorithm semi-ordered. Still, nodes may be used as source points several times, making the algorithm iterative of nature. Together, these features create the Semi-Ordered Fast Iterative (SOFI) method.

Citation KeySimula.simula.734