171 to 180 of 1,643 Results
Apr 28, 2025 -
eSPARQL Implementation
Turtle RDF - 414 B -
MD5: fd7fe09942ffac9637ed8ee240bba53a
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Apr 28, 2025 -
eSPARQL Implementation
Turtle RDF - 541 B -
MD5: 9283c6780f94e573beec1b5cb0c33501
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Apr 28, 2025 -
eSPARQL Implementation
Turtle RDF - 483 B -
MD5: 14f72da7aaf6a63ea209a83c39c281a3
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Mar 18, 2025 - Simulation Software
Karsch, Maximilian, 2025, "Script to calculate turbulence-enhanced Brownian coagulation rate coefficients in nanoparticle suspensions", https://doi.org/10.18419/DARUS-4773, DaRUS, V1
This dataset contains a script to calculate collision rate coefficients between nanoparticles under the joint influence of Brownian diffusion and turbulent advection. Coefficients like this are required within population balance models to describe the temporal evolution of particle size distributions. More information regarding the usage of the pro... |
Mar 18, 2025 -
Script to calculate turbulence-enhanced Brownian coagulation rate coefficients in nanoparticle suspensions
Python Source Code - 7.3 KB -
MD5: 5f7de6a74bdd6e0987346c31cf88f79e
Python script |
Mar 18, 2025 -
Script to calculate turbulence-enhanced Brownian coagulation rate coefficients in nanoparticle suspensions
Markdown Text - 434 B -
MD5: 81d376706f9bf738a165f4f5fbf5d7f7
Text file |
Mar 15, 2025 - Model comparison for LTNE processes in porous media - conduction
Bringedal, Carina, 2025, "Netgen/NGSolve code for pore-resolved simulations for: "Local Thermal Non-Equilibrium Models in Porous Media: A Comparative Study of Conduction effects"", https://doi.org/10.18419/DARUS-4771, DaRUS, V1
This dataset contains the source code for the pore-resolved simulations presented in Kostelecky et al., Local Thermal Non-Equilibrium Models in Porous Media: A Comparative Study of Conduction effects, International Journal of Heat and Mass Transfer. TODO: add doi after acceptance. The code generates a mesh of the fluid and solid geometry while reso... |
Python Source Code - 3.6 KB -
MD5: 33698b85173e5587a3935870639bf105
For running heat conduction problem with temperature equilibrium on fluid-solid boundary |
Python Source Code - 3.1 KB -
MD5: 871921b0438b022887423d7c3f580a0d
For generating mesh |
Python Source Code - 4.0 KB -
MD5: eb69decba63a75b8dc2957af95b1cd89
For running heat conduction problem with Robin boundary condition (interface resistivity) on fluid-solid boundary |