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A blended soundproof-to-compressible numerical model for small-to mesoscale atmospheric dynamics
A blended model for atmospheric flow simulations is introduced that enables seamless
transition from fully compressible to pseudo-incompressible dynamics. The model equations …
transition from fully compressible to pseudo-incompressible dynamics. The model equations …
A semi-implicit multiscale scheme for shallow water flows at low Froude number
S Vater, R Klein - … in Applied Mathematics and Computational Science, 2018 - msp.org
A new large time step semi-implicit multiscale method is presented for the solution of low
Froude number shallow water flows. While on small scales which are under-resolved in time …
Froude number shallow water flows. While on small scales which are under-resolved in time …
Metrics for performance quantification of adaptive mesh refinement
Non-uniform, dynamically adaptive meshes are a useful tool for reducing computational
complexities for geophysical simulations that exhibit strongly localised features such as is …
complexities for geophysical simulations that exhibit strongly localised features such as is …
Quasi-nodal third-order Bernstein polynomials in a discontinuous Galerkin model for flooding and drying
A quasi-nodal discontinuous Galerkin (DG) model employs monotonicity preserving
Bernstein polynomials as basis functions in combination with an efficient vertex-based slope …
Bernstein polynomials as basis functions in combination with an efficient vertex-based slope …
A linear low effort stabilization method for the Euler equations using discontinuous Galerkin methods
We present a novel and simple yet intuitive approach to the stabilization problem for the
numerically solved Euler equations with gravity source term relying on a low‐order nodal …
numerically solved Euler equations with gravity source term relying on a low‐order nodal …
A blended semi-implicit numerical model for weakly compressible atmospheric dynamics
T Benacchio - 2014 - refubium.fu-berlin.de
Atmosphärische Strömungen entfalten sich über ein breites Spektrum von Zeit-und
Raumskalen. Prozesse von meteorologischer Bedeutung haben geringe Geschwindigkeiten …
Raumskalen. Prozesse von meteorologischer Bedeutung haben geringe Geschwindigkeiten …
Asymptotic preserving finite volume schemes for the singularly-perturbed shallow water equations with source terms
H Zakerzadeh - 2017 - hal.science
The shallow water equations are of quite an importance for modelling oceanic flows as a
simple approximation of the water wave equations, which describe the gravity-driven free …
simple approximation of the water wave equations, which describe the gravity-driven free …
Quantifying Computational Efficiency of Adaptive Mesh Refinement for Shallow Water Solvers
N Beisiegel, CE Castro, J Behrens - 2019 - eartharxiv.org
Non-uniform, dynamically adaptive meshes are a useful tool for reducing computational
complexities for geophysical simulations that exhibit strongly localised features such as is …
complexities for geophysical simulations that exhibit strongly localised features such as is …
[PDF][PDF] Adaptive numerical scheme for volcanic jets
M Bansch - ingv.it
As the 2010 Eyjafjallajokull eruption has shown, a spontaneous explosive eruption with
airborne volcanic ash can lead to disruptions in traffic and have big impacts on society and …
airborne volcanic ash can lead to disruptions in traffic and have big impacts on society and …