Krzysztof J. Fidkowski

Affiliations: 
Aerospace Engineering University of Michigan, Ann Arbor, Ann Arbor, MI 
Area:
Aerospace Engineering, Applied Mathematics, Computer Science
Google:
"Krzysztof Fidkowski"
BETA: Related publications

Publications

You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect.

Bassi F, Colombo A, Crivellini A, et al. (2020) Entropy-Adjoint p-Adaptive Discontinuous Galerkin Method for the Under-Resolved Simulation of Turbulent Flows Aiaa Journal. 58: 3963-3977
Franciolini M, Fidkowski KJ, Crivellini A. (2020) Efficient discontinuous Galerkin implementations and preconditioners for implicit unsteady compressible flow simulations Computers & Fluids. 203: 104542
Ding K, Fidkowski KJ. (2020) Acceleration of adjoint-based adaptation through sub-iterations Computers & Fluids. 202: 104491
Chen G, Fidkowski KJ. (2020) Variable-fidelity multipoint aerodynamic shape optimization with output-based adapted meshes Aerospace Science and Technology. 105: 106004
Fidkowski KJ, Chen G. (2020) Output‐based mesh optimization for hybridized and embedded discontinuous Galerkin methods International Journal For Numerical Methods in Engineering. 121: 867-887
Fidkowski KJ. (2019) Comparison of hybrid and standard discontinuous Galerkin methods in a mesh-optimisation setting International Journal of Computational Fluid Dynamics. 33: 34-42
Chen G, Fidkowski KJ. (2019) Discretization error control for constrained aerodynamic shape optimization Journal of Computational Physics. 387: 163-185
Halila GLO, Chen G, Shi Y, et al. (2019) High-Reynolds number transitional flow simulation via parabolized stability equations with an adaptive RANS solver Aerospace Science and Technology. 91: 321-336
Doetsch KT, Fidkowski KJ. (2018) Combined Entropy and Output-Based Adjoint Approach for Mesh Refinement and Error Estimation Aiaa Journal. 57: 3213-3230
Fidkowski KJ. (2017) Output-based spacetime mesh optimization for unsteady flows using continuous-in-time adjoints Journal of Computational Physics. 341: 258-277
See more...