<NEEDS MAJOR UPDATE> Simulations of electromagnetic waves - easier scripting, postprocessing and field export
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Updated
Sep 3, 2019 - Python
<NEEDS MAJOR UPDATE> Simulations of electromagnetic waves - easier scripting, postprocessing and field export
An nanophotonics solver for inverse design of metamaterials
Elastic bloch wave propagation in a 2D periodic metamaterial. Simulations have done with COMSOL Multiphysics (5.6.0) applying Floquet periodic boundary conditions.
"Metamaterials for the Terahertz Spectral Range" - my PhD thesis which largely used the "python-meep-utils" project
This python code computes reflection and transmission coefficients of light through planar multilayered systems with uni-axial optical properties
Implementation of some scientific papers used in the acoustic metamaterials research field, with focus on acoustic absorption.
Finding metametrial structure by NSGA genetic algorithm with ABAQUS CAE
Supplementary code for "Reversible signal transmission in an active mechanical metamaterial"
Providing work samples of electromagnetic, RF, antenna, and radar system analysis that I performed for graduate school assignments.
Modelling the acoustic logic gates by solving the wave equation over the prescribed geometries by Wang, 2019 (DOI: 10.1038/s41598-019-44769-0)
Code that simulates a nest (random rod packing) for the paper "Micromechanical origin of plasticity and hysteresis in nest-like packings"
Repository of scripts for the parametric generation of three-dimensional auxetic truss lattice materials
Nonlinear MetaMaterials MPI solver
Source code for "Evolution of Adaptive Force Chains in Reconfigurable Granular Metamaterials"
Code for "Evolution of Acoustic Logic Gates in Granular Metamaterials", Parsa et al., EvoApplications 2022
My masters thesis on 3d printing mechanical metamaterials with hobbyist grade 3D printer, containing the first realisation of a 3D topological mechanical insulator and the invention of a novel support method utilising stringing. Originally submitted on the 7th of January 2020.
Code for "Evolving Programmable Computational Metamaterials", Parsa et al., GECCO 2022
Code for "Gradient-based Design of Computational Granular Crystals", Parsa et al.
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