%0 Thesis %1 sonntag2017shape %A Sonntag, Matthias %C München %D 2017 %I Verlag Dr. Hut %K 1a diss phf06 ubs_10006 ubs_20010 ubs_30091 unibibliografie %T Shape derivatives and shock capturing for the Navier-Stokes equations in discontinuous Galerkin methods %@ 978-3-8439-3281-3

@phdthesis{sonntag2017shape, added-at = {2022-01-21T14:43:41.000+0100}, address = {München}, author = {Sonntag, Matthias}, biburl = {https://puma.ub.uni-stuttgart.de/bibtex/28d4ba5aaf86483e1e6df9c304ebfc993/puma-wartung}, eventdate = {2017-08-10}, interhash = {88f3d1a7a632e19e53a156d904723f7d}, intrahash = {8d4ba5aaf86483e1e6df9c304ebfc993}, isbn = {978-3-8439-3281-3}, keywords = {1a diss phf06 ubs_10006 ubs_20010 ubs_30091 unibibliografie}, language = {eng}, note = {Erscheint auch als Online-Ausgabe unter https://doi.org/10.18419/opus-9342}, publisher = {Verlag Dr. Hut}, school = {Universität Stuttgart}, supervisor = {Munz, Claus-Dieter}, supervisorgnd = {1029372888}, timestamp = {2022-08-25T07:24:58.000+0200}, title = {Shape derivatives and shock capturing for the Navier-Stokes equations in discontinuous Galerkin methods}, type = {Dissertation}, year = 2017 }