9 skills found
PetterS / QepcadQuantifier Elimination by Partial Cylindrical Algebraic Decomposition
aAbdz / CylShapeDecompositionCylindrical Shape Decomposition
Blobixx / GCDImplementation of Generalized Cylinder Decomposition
mmaaz-git / CadCylindrical algebraic decomposition in pure Python (SymPy)
fme-mmt / QepcadQuantifier Elimination by Partial Cylindrical Decomposition
AlbertCouchy0 / Region Decomposition Algorithm In Electromagnetic FieldRegion Decomposition Algorithm in Electromagnetic Field aiming to investigate the application of conformal mesh and Mur absorbing boundary conditions in the domain decomposition algorithm to improve the computational accuracy and efficiency for two-dimensional cylindrical scattering problems.
WannaBePhysicists / DMDcDynamic Mode decomposition (with control) and Model predictive control to suppress vortex shedding in a rotating cylinder.
garciapomar / Multipole Decomposition Of Dielectric Nanoparticles In A Hexagonal ArrayThese files of COMSOL and MATLAB make the calculation of the electromagnetic fields for a hexagonal array of Silicon hemispheres over a dielectric (mesoporous titania) array of cylinders with the same arrangement over a base layer of the dielectric on top a silica substrate. The multipole decomposition of the particles is made and the surface energy and reflectance are calculated. If you use this files, please, cite as Molet, P., Gil-Herrera, L., Garcia-Pomar, J., Caselli, N., Blanco, Á., López, C., & Mihi, A. (2020). Large area metasurfaces made with spherical silicon resonators, Nanophotonics, 9(4), 943-951. doi: https://doi.org/10.1515/nanoph-2020-0035 Steps 1. Create a folder called C:\datacomsol\ 2. Change the geometric and materials parameters if you want. 3. Run the COMSOL files (v.5.5) (_RF for Radiofrequency module or _WO for Wave optics module). 4. Clear all the tables in Tables. 5. Evaluate all the derived values. 6. Export all the data in Export. 7. run Matlab file (v.2010b).
QEPCAD-Haskell / QEPCAD HaskellA Haskell implementation of Quantifier Elimination by Partial Cylindrical Algebraic Decomposition
