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Research Bernoulli Institute Computational & Numerical Mathematics Research

Research

Publications

With the link "All journal publications of the group" below one gets to a page which allows a detailed search on our publications by e.g. year or category.

Turbulence modeling

Fluid flow simulations use turbulence models for the small details that cannot be resolved numerically. This keeps the computational effort within reasonable limits, but a price is paid in terms of accuracy. To improve the accuracy, we perform research into large-eddy simulation (LES) and direct numerical simulation (DNS). The mathematical rationale behind our approach focuses on approximations that preserve the underlying PDE structure.

Contact person

Roel Verstappen

Projects

Parallel-in-time methods for the propagation of uncertainties in wind-farm simulations (NWO, eScience Center)



Cardiovascular Modeling

We develop mathematical and numerical methods to combine image data with biophysical laws governing the flow in arteries and in the heart such important cardiovascular physical properties are obtained accurately and fast. These may help to bring down the costs and times of the examinations and develop treatments better tailored to each patient.

Contact person

Cristóbal Bertoglio

Projects

High-fidelity Cardiovascular Modeling from Super-Fast Magnetic Resonance Imaging (ERC Starting Grant)


Climate modeling

We develop methods that predict the changes in ocean currents by studying and investigating the stability of those complex flows. This leads to a better understanding of climate change and therefore it facilitates decision-makers to choose appropriate measures.

Contact person

Fred Wubs

Projects

Stochastic Multiscale Climate Models (NWO, eScience Center)


Reduced Order Modeling

We develop mathematical models for applications from atmospheric entry, nuclear fusion, and geophysical flows. Our research focuses on model reduction using the so-called moment models. Moment models lead to fast and accurate computer simulations for complex applications and have beneficial mathematical properties.

Contact person

Julian Koellermeier

Projects

Fully Adaptive Simulation Tool for Kinetic Theory (EU Marie Curie, 2020-2022)

Last modified:12 December 2022 11.14 a.m.