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document
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Tol, H.J. (author), de Visser, C.C. (author), Kotsonis, M. (author)
A new methodology is presented for model reduction of linear parabolic partial differential equations (PDEs) on general geometries using multivariate splines on triangulations. State-space descriptions are derived that can be used for control design. This method uses Galerkin projection with B-splines to derive a finite set of ordinary...
journal article 2016
Source URL (retrieved on 2024-05-02 21:57): https://repository.tudelft.nl/islandora/search/author%3A%22Kotsonis%2C%20M.%22?collection=research&%3Bamp%3Bf%5B0%5D=mods_name_personal_author_namePart_family_ss%3A%22Hoekstra%22&%3Bamp%3Bf%5B1%5D=mods_name_personal_author_namePart_family_ss%3A%22Kotsonis%22&%3Bamp%3Bf%5B2%5D=mods_name_personal_author_namePart_family_ss%3A%22Gangoli%5C%20Rao%22&%3Bf%5B0%5D=mods_subject_topic_ss%3A%22Laminar%5C-to%5C-turbulent%5C%20transition%22&f%5B0%5D=mods_subject_topic_ss%3A%22Galerkin%E2%80%99s%5C%20method%22