JensVisbech

Welcome to my personal webpage. Here, you will find highlights and information about my research.

About me

I'm originally from the Jutland countryside in Denmark; however, I've been living in Copenhagen since 2016. I appreciate traveling and enjoy spending my spare time cycling around the outskirts of Zealand and wherever I travel.

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 January 29, 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.

Contact information

Emails: jvis@dtu.dk (DTU) and jenshaakon@gmail.com (private). Phone: +45 60 17 05 72.

Links: ResearchGate, DTU Orbit and Google Scholar.



Publication list

Journal papers

Conference papers

All conference papers have undergone some peer-review process.

Conference contributions and participations

Year Name Location Title of talk(s) Link(s)
2025 DNV Kgs. Lyngby, Denmark (planned)
2024 ICCFD12 Kobe, Japan An unfitted high-order spectral element method for incompressible Navier-Stokes equations with a free surface: The pressure problem. Abstract
IWWWFB39 St Andrews, Scotland A high-order shifted boundary method for water waves and floating bodies. Proceedings
2023 ISOPE2023 Ottawa, Canada A high-order spectral element based time-domain simulation of a model-scale floating offshore wind turbine. Proceedings Abstract
CFC2023 Cannes, France Solving the linear radiation problem in 3D using the spectral element method. Abstract
Reduced order modelling for wave-structure modelling. (co-authored) Abstract
SIAM CSE23 Amsterdam, The Netherlands The shifted boundary method for embedded domain computations using a high-order Spectral Element method for the 2D Poisson problem. Abstract
2022 IWWWFB37 Giardini Naxos, Italy Efficient computation of the linear radiation problem using a spectral element method. Proceedings



Other

Seminars and talks

Lecturing

Teaching Assistant

Research projects

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