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- W2735360215 abstract "The present work is concerned with the simulation and optimal control of two-phase flows. We provide stable time discretization schemes for the simulation based on both, smooth and non-smooth free energy densities, which we combine with a practical, reliable and efficient adaptive mesh refinement concept for the spatial variables. Furthermore, we consider optimal control problems for two-phase flows and, among other things, derive first order optimality conditions. In the presence of smooth free energies we encounter classical Karush-Kuhn-Tucker (KKT) conditions, while in the case of non-smooth free energies we can prove C(larke)-stationarity. Moreover, we propose a dual weighted residual concept for spatial mesh adaptivity which is based on the newly derived stationarity conditions. We also address future research directions, including closed-loop control concepts and model order reduction techniques for simulation and control of variable density multiphase flows." @default.
- W2735360215 created "2017-07-21" @default.
- W2735360215 creator A5043411153 @default.
- W2735360215 creator A5062202097 @default.
- W2735360215 creator A5079413446 @default.
- W2735360215 creator A5080919362 @default.
- W2735360215 date "2017-01-01" @default.
- W2735360215 modified "2023-09-26" @default.
- W2735360215 title "Fully Adaptive and Integrated Numerical Methods for the Simulation and Control of Variable Density Multiphase Flows Governed by Diffuse Interface Models" @default.
- W2735360215 cites W1541355978 @default.
- W2735360215 cites W1543766063 @default.
- W2735360215 cites W1604627832 @default.
- W2735360215 cites W1631623342 @default.
- W2735360215 cites W164939587 @default.
- W2735360215 cites W1964885918 @default.
- W2735360215 cites W1965489022 @default.
- W2735360215 cites W1973889466 @default.
- W2735360215 cites W1979165327 @default.
- W2735360215 cites W1981159109 @default.
- W2735360215 cites W1983445511 @default.
- W2735360215 cites W1987709406 @default.
- W2735360215 cites W1989829823 @default.
- W2735360215 cites W1989951672 @default.
- W2735360215 cites W1993077381 @default.
- W2735360215 cites W1993288036 @default.
- W2735360215 cites W1994398984 @default.
- W2735360215 cites W2002168069 @default.
- W2735360215 cites W2007397583 @default.
- W2735360215 cites W2013173534 @default.
- W2735360215 cites W2013890118 @default.
- W2735360215 cites W2014023022 @default.
- W2735360215 cites W2014303698 @default.
- W2735360215 cites W2017909749 @default.
- W2735360215 cites W201848369 @default.
- W2735360215 cites W2023776730 @default.
- W2735360215 cites W2025043986 @default.
- W2735360215 cites W2026365342 @default.
- W2735360215 cites W2029966914 @default.
- W2735360215 cites W2031130696 @default.
- W2735360215 cites W2033411412 @default.
- W2735360215 cites W2037678919 @default.
- W2735360215 cites W2038125339 @default.
- W2735360215 cites W2042669961 @default.
- W2735360215 cites W2050638715 @default.
- W2735360215 cites W2051043245 @default.
- W2735360215 cites W2058285491 @default.
- W2735360215 cites W2063318629 @default.
- W2735360215 cites W2064468013 @default.
- W2735360215 cites W2065117154 @default.
- W2735360215 cites W2066359652 @default.
- W2735360215 cites W2067986422 @default.
- W2735360215 cites W2068874091 @default.
- W2735360215 cites W2077488436 @default.
- W2735360215 cites W2079396461 @default.
- W2735360215 cites W2081820511 @default.
- W2735360215 cites W2082606496 @default.
- W2735360215 cites W2083988343 @default.
- W2735360215 cites W2084132784 @default.
- W2735360215 cites W2084494000 @default.
- W2735360215 cites W2088908279 @default.
- W2735360215 cites W2091323047 @default.
- W2735360215 cites W2092487836 @default.
- W2735360215 cites W2093572013 @default.
- W2735360215 cites W2093581986 @default.
- W2735360215 cites W2094116453 @default.
- W2735360215 cites W2097525234 @default.
- W2735360215 cites W2104152474 @default.
- W2735360215 cites W2112149397 @default.
- W2735360215 cites W2115494100 @default.
- W2735360215 cites W2115972520 @default.
- W2735360215 cites W2120757254 @default.
- W2735360215 cites W2128353013 @default.
- W2735360215 cites W2128722493 @default.
- W2735360215 cites W2132686928 @default.
- W2735360215 cites W2133899315 @default.
- W2735360215 cites W2141870784 @default.
- W2735360215 cites W2150131273 @default.
- W2735360215 cites W2337188593 @default.
- W2735360215 cites W2337990020 @default.
- W2735360215 cites W2342552942 @default.
- W2735360215 cites W2408015224 @default.
- W2735360215 cites W2487440882 @default.
- W2735360215 cites W2505585705 @default.
- W2735360215 cites W2963781498 @default.
- W2735360215 cites W2964017870 @default.
- W2735360215 cites W3104508475 @default.
- W2735360215 cites W3105020826 @default.
- W2735360215 cites W3141695777 @default.
- W2735360215 cites W3148800415 @default.
- W2735360215 cites W3204708751 @default.
- W2735360215 cites W408406386 @default.
- W2735360215 cites W4230153101 @default.
- W2735360215 cites W4231147659 @default.
- W2735360215 cites W4231500306 @default.
- W2735360215 cites W4252104256 @default.
- W2735360215 cites W429885224 @default.
- W2735360215 cites W55168570 @default.
- W2735360215 doi "https://doi.org/10.1007/978-3-319-56602-3_13" @default.