As part of my research I am contributing to the open source project Trixi.jl. A numerical simulation framework for conservation laws that combines a fast implementation with ease of use and an extensible design.
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Patrick Ersing
PhD student
Presentation
My research interests are in numerical analysis and the development of numerical methods to approximate hyperbolic partial differential equations. In my research project I specialize in the application of high-order nodal discontinuous Galerkin methods for geophysical flows with a focus on ensuring entropy stability.
As part of my research I am contributing to the open source project Trixi.jl. A numerical simulation framework for conservation laws that combines a fast implementation with ease of use and an extensible design.
As part of my research I am contributing to the open source project Trixi.jl. A numerical simulation framework for conservation laws that combines a fast implementation with ease of use and an extensible design.
Publications
2024
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