SFB 1313 is an interdisciplinary Collaborative Research Centre of the University of Stuttgart, consisting of four major project areas (A-D), divided in 17 individual research projects. It is funded by the German Research Foundation (DFG) and affiliated to the Cluster of Excellence "Data-integrated Simulation Science (SimTech)".

Interfaces have a great impact on multi-field processes (flow, transport and deformation) in porous-media systems. SFB 1313 aims to research these interfaces and to gain a fundamental understanding how they affect multi-field processes. An important step is therefore to quantify how the dynamics of fluid-fluid and fluid-solid interfaces in porous-media systems are affected by pore geometry, heterogeneity and fractures. Furthermore, developing experimental knowledge as well as mathematical and computational models will support SFB 1313‘s research.

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381 to 390 of 2,757 Results
fSdiff.m
Jan 17, 2025 - Eigenvalue problem solver for evaporation-driven density instabilities in partially saturated porous media
MATLAB Source Code - 87 B - MD5: b79b9d89c8063403582d026d96a61dfc
FSp.m
Jan 17, 2025 - Eigenvalue problem solver for evaporation-driven density instabilities in partially saturated porous media
MATLAB Source Code - 148 B - MD5: 7da110264b03615caa0b3d3656bd42f7
FX_GroundState_simple.m
Jan 17, 2025 - Eigenvalue problem solver for evaporation-driven density instabilities in partially saturated porous media
MATLAB Source Code - 410 B - MD5: c3f617e29adfe8098d58d582444fd492
GroundState_simple.m
Jan 17, 2025 - Eigenvalue problem solver for evaporation-driven density instabilities in partially saturated porous media
MATLAB Source Code - 2.0 KB - MD5: 7feb99fb189761e4e288983728f3f35a
Solution of simplified ground state
PostProcessSimple.m
Jan 17, 2025 - Eigenvalue problem solver for evaporation-driven density instabilities in partially saturated porous media
MATLAB Source Code - 2.1 KB - MD5: 179d6d302f088959551d845cb424c015
README.txt
Jan 17, 2025 - Eigenvalue problem solver for evaporation-driven density instabilities in partially saturated porous media
Plain Text - 819 B - MD5: 9795f8ffb25108245b3868040ff26eb1
Instructions to run files
Code and benchmarks for geometry-informed drag term computation for pseudo-3D Stokes simulations with varying apertures
Dec 20, 2024 - Publication: A novel geometry-informed drag term formulation for pseudo-3D Stokes simulations with varying apertures
Krach, David; Weinhardt, Felix; Wang, Mingfeng; Schneider, Martin; Class, Holger; Steeb, Holger, 2024, "Code and benchmarks for geometry-informed drag term computation for pseudo-3D Stokes simulations with varying apertures", https://doi.org/10.18419/DARUS-4313, DaRUS, V2
Content: This data set includes snapshots of the code used to compute the benchmarks and applications in Krach et al.(2024). All software tools provided enable the user to perform pseudo-3D Stokes simulations with a geometry-informed drag term using DuMux and to determine permeability, volumetric flux as well as local pressure and velocity fields f...
localdrag.tar.gz
Dec 20, 2024 - Code and benchmarks for geometry-informed drag term computation for pseudo-3D Stokes simulations with varying apertures
Gzip Archive - 110.2 KB - MD5: 9184f049d4cee0af1e10ea48529bf0f3
localdrag python module
Pseudo3D_Stokes.tar.gz
Dec 20, 2024 - Code and benchmarks for geometry-informed drag term computation for pseudo-3D Stokes simulations with varying apertures
Gzip Archive - 2.3 MB - MD5: 04abee75c9fb1dca64cdaa9b68cf28f8
Pseudo3D_Stokes DuMux submodule
DuMuX code for modelling evaporation-driven density instabilities in unsaturated porous media
Dec 19, 2024 - Evaporation-driven density instabilities in unsaturated porous media
Kiemle, Stefanie, 2024, "DuMuX code for modelling evaporation-driven density instabilities in unsaturated porous media", https://doi.org/10.18419/DARUS-4610, DaRUS, V1
This dataset contains the source code to reproduce the numerical simulations presented in Bringedal et al. Impact of saturation on evaporation-driven density instabilities in porous media: mathematical and numerical analysis (submitted), Transport in Porous Media, **TODO: add doi after acceptance**. The application allows to model the estimated ons...
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