Welcome to my personal webpage. Here, you will find highlights and information about my research.
About me
I have been living in Copenhagen since 2016 with my wife and our son (born in 2025). In my spare time, I enjoy spending time with friends and family and going for a bike ride when time permits.
Figure 1: Me.
Research at the moment
Currently, I'm doing my PhD at the Technical University of Denmark (DTU). My project, "New advanced simulation techniques for wave energy converters", is funded by a DTU PhD scholarship at the Department of Applied Mathematics and Computer Science (Compute) and will continue until December, 2026. My main interest - at the moment - is related to unfitted/embedded/immersed boundary methods, i.e. simple ways to circumvent cumbersome mesh generation for finite element methods. That is, of course, connected to problems of wave propagation and wave-structure interactions.
Yu, S, ..., Visbech, J, ..., Lara, J. L. Modelling the hydrodynamic response of a floating offshore wind turbine – a comparative study. Appl. Ocean Res. 2025; 155. doi.org/10.1016/j.apor.2025.104441.
Visbech, J, Engsig-Karup, AP, Ricchiuto, M. A Spectral Element Solution of the Poisson Equation with Shifted Boundary Polynomial Corrections: Influence of the Surrogate to True Boundary Mapping and an Asymptotically Preserving Robin Formulation. J. Sci. Comput. 2025; 102(11). doi.org/10.1007/s10915-024-02713-z.
Visbech, J, Bingham, HB, Eskilsson, C, Palm, J, Engsig-Karup, AP. A high-order accurate spectral element-based time-domain simulation of a model-scale floating offshore wind turbine. Int. J. Offshore Polar. 2024; 34(3): 254-262. doi.org/10.17736/ijope.2024.sv17.
Visbech, J, Engsig-Karup, AP, Bingham, HB. Solving the complete pseudo-impulsive radiation and diffraction problem using a spectral element method. Comput. Methods Appl. Mech. Eng. 2024; 423: 116871. doi.org/10.1016/j.cma.2024.116871.
Visbech, J, Engsig-Karup, AP, Bingham, HB. A spectral element solution of the two-dimensional linearized potential flow radiation problem. Int. J. Numer. Methods Fluids. 2023; 95(3): 453–471. doi:10.1002/fld.5157.
Relevant preprints
All preprints are submitted for journal publication and/or are currently undergoing review.
Minniti, S, Visbech, J, Eskilsson, C, Parolini, N, Engsig-Karup, AP. A High-Order Spectral Element Solver for Steady-State Free Surface Flows. Preprint on arXiv (2512.23648). 2025. Available on arXiv.
Visbech, J, Melander, A, Engsig-Karup, AP. FNPF-SEM: A parallel spectral element model in Firedrake for fully nonlinear water wave simulations. Preprint on arXiv (2506.09435). 2025. Available on arXiv.
Conference papers
All conference papers have undergone some peer-review process.
Visbech, J, Engsig-Karup, AP, Bingham, HB, Ricchiuto, M. Recent progress on modeling nonlinear wave propagation and wave-structure interaction using a high-order shifted boundary method: Capabilities, challenges, and perspectives. Proceedings of IWWWFB41. 2026. Available on ResearchGate.
Visbech, J, Melander, A, Engsig-Karup, AP. Modeling Nonlinear and Dispersive Wave Propagation and Wave-structure Interactions in Firedrake. Proceedings of ICSOS2025. 2025. Available soon.
Visbech, J, Engsig-Karup, AP, Bingham, HB, Amini-Afshar, M, Ricchiuto, M. A high-order shifted boundary method for water waves and floating bodies. Proceedings of IWWWFB39. 2024. Available on ResearchGate.
Visbech, J, Bingham, HB, Eskilsson, C, Palm, J, Engsig-Karup, AP. A high-order spectral element based time-domain simulation of a model-scale floating offshore wind turbine. Proceedings of ISOPE-2023. 2023. Available on ResearchGate.
Visbech, J, Engsig-Karup, AP, Bingham, HB. Efficient computation of the linear radiation problem using a spectral element method. Proceedings of IWWWFB37. 2022. Available on ResearchGate.
Conference participations
Year
Name
Location
Title of talk(s)
Link(s)
2026
WCCM ECCOMAS 2026 (planned)
Munich, Germany
Using unfitted high-order spectral elements for wave-structure interaction with a polynomial-corrected shifted boundary approach.
Recent progress on modeling nonlinear wave propagation and wave-structure interaction using a high-order shifted boundary method: Capabilities, challenges, and perspectives.
Selected supervised student projects (BSc and MSc theses)
A new steady-state free surface solver for wave-structure interaction applications. MSc Thesis. 2025. Winner of the DANSIS Graduate Award. Student: Simone Minniti.
Spectral element methods for potential flow around bodies. BSc Thesis. 2025. Students: Magnus Troen and Morten Rønn Østergaard.