Obserwuj
Matthias Möller
Tytuł
Cytowane przez
Cytowane przez
Rok
Algebraic flux correction I: Scalar conservation laws
D Kuzmin
Flux-Corrected Transport: Principles, Algorithms, and Applications, 145-192, 2012
2202012
On the impact of quantum computing technology on future developments in high-performance scientific computing
M Möller, C Vuik
Ethics and information technology 19, 253-269, 2017
1642017
High-resolution FEM–FCT schemes for multidimensional conservation laws
D Kuzmin, M Möller, S Turek
Computer Methods in Applied Mechanics and Engineering 193 (45-47), 4915-4946, 2004
1102004
A high order material point method
R Tielen, E Wobbes, M Möller, L Beuth
Procedia Engineering 175, 265-272, 2017
1002017
Multidimensional FEM‐FCT schemes for arbitrary time stepping
D Kuzmin, M Möller, S Turek
International journal for numerical methods in fluids 42 (3), 265-295, 2003
712003
Failsafe flux limiting and constrained data projections for equations of gas dynamics
D Kuzmin, M Möller, JN Shadid, M Shashkov
Journal of Computational physics 229 (23), 8766-8779, 2010
622010
Elliptic grid generation techniques in the framework of isogeometric analysis applications
J Hinz, M Möller, C Vuik
Computer Aided Geometric Design 65, 48-75, 2018
542018
Algebraic flux correction II. Compressible Euler equations
D Kuzmin, M Möller
Flux-corrected transport: principles, algorithms, and applications, 207-250, 2005
542005
Algebraic flux correction II: Compressible flow problems
D Kuzmin, M Möller, M Gurris
Flux-Corrected Transport: Principles, Algorithms, and Applications, 193-238, 2012
532012
Isogeometric analysis of the Navier–Stokes–Cahn–Hilliard equations with application to incompressible two-phase flows
BS Hosseini, S Turek, M Möller, C Palmes
Journal of Computational Physics 348, 171-194, 2017
482017
Material point method: Overview and challenges ahead
WT Sołowski, M Berzins, WM Coombs, JE Guilkey, M Möller, QA Tran, ...
Advances in Applied Mechanics 54, 113-204, 2021
432021
Isogeometric analysis of the Navier–Stokes equations with Taylor–Hood B-spline elements
BS Hosseini, M Möller, S Turek
Applied Mathematics and Computation 267, 264-281, 2015
432015
Adaptive mesh refinement for high‐resolution finite element schemes
M Möller, D Kuzmin
International journal for numerical methods in fluids 52 (5), 545-569, 2006
362006
Conservative Taylor least squares reconstruction with application to material point methods
E Wobbes, M Möller, V Galavi, C Vuik
International Journal for Numerical Methods in Engineering 117 (3), 271-290, 2019
322019
Extension of B-spline Material Point Method for unstructured triangular grids using Powell–Sabin splines
P de Koster, R Tielen, E Wobbes, M Möller
Computational Particle Mechanics 8 (2), 273-288, 2021
302021
Adaptive high-resolution finite element schemes
M Möller
PhD thesis, Dortmund University of Technology, 2008
282008
Implicit FEM‐FCT algorithms and discrete Newton methods for transient convection problems
M Möller, D Kuzmin, D Kourounis
International journal for numerical methods in fluids 57 (6), 761-792, 2008
272008
Qpack: Quantum approximate optimization algorithms as universal benchmark for quantum computers
K Mesman, Z Al-Ars, M Möller
arXiv preprint arXiv:2103.17193, 2021
232021
p-multigrid methods and their comparison to h-multigrid methods within Isogeometric Analysis
R Tielen, M Möller, D Göddeke, C Vuik
Computer Methods in Applied Mechanics and Engineering 372, 113347, 2020
222020
Review and perspectives in quantum computing for partial differential equations in structural mechanics
G Tosti Balducci, B Chen, M Möller, M Gerritsma, R De Breuker
Frontiers in Mechanical Engineering 8, 914241, 2022
212022
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