This method addresses the different scaling of variables commonly found in multiphysics problems. As a test example, a coupled Burgers' equation multiphysics ...
Abstract— We consider control and design for coupled, mul- tiphysics systems governed by partial differential equations. (PDEs). The numerical solution of ...
Jul 6, 2016 · PDF | On Jul 1, 2016, Boris Kramer published Model reduction for control of a multiphysics system: Coupled Burgers' equation | Find, ...
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Abstract— We present results on stabilization for reduced order mod- els (ROM) of partial differential equations using learning. Stabilization.
The model reads as ... Model reduction for control of a multiphysics system: Coupled Burgers' equation ... Equations: Application to the Coupled Burgers Equation.
This thesis is a numerical study of the coupled Burgers equation. The coupled Burgers equation is motivated by the Boussinesq equations that are often used ...
Missing: control multiphysics
Feb 11, 2021 · In this paper, we focus on a different type of multifidelity formulation targeting domain decomposition type problems that consist of multiple ...
Oct 6, 2015 · This work proposes to auto-tune linear closure models using ES, and extends the results to a closure model combining linear and nonlinear ...
“Model reduction for control of a multiphysics system: Coupled Burgers' equation”. In: 2016 American Control Conference (ACC). IEEE. 2016, pp. 6146–. 6151 ...
Jun 24, 2020 · Abstract. This paper is dedicated to the problem of stable model reduction for partial differential equa- tions (PDEs).
Missing: multiphysics | Show results with:multiphysics