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This is the two-dimensional electromagnetic field analysis program for arbitrary objects irradiated by a TM plane wave (transverse magnetic wave). This is based on the boundary element method, the own developed numerical solution is used.
This is the two-dimensional electromagnetic field analysis program for one-dimensional periodic arrangement objects irradiated by a TM plane wave (transverse magnetic wave). This is based on the boundary element method, the own developed numerical solution is used.
3D U-net, Attention U-net, Res U-net, Attention Res U-net, and MSRes U-net are implemented and compared for emulation of current density induced during transcranial direct current stimulation (tDCS).
This program was done as an assignment in my graduate Computational Physics course at San Diego State University. It solves Poisson's equation, in two dimensions.
This is the three-dimensional electromagnetic field analysis program for one-dimensional periodic arrangement objects irradiated by a plane wave. This is based on boundary element method, the own developed numerical solution is used.
This is the electromagnetic field analysis program for multilayered substrate irradiated by a plane wave. The own developed numerical solution is used.
Visualisation of phase and group velocity, standing waves, circular polarisation and reflection coefficients for parallel and perpendicular polarisation
Semiannual project of the subject of Optical Physics, taught at Centro Universitário FEI. It consists of some programs developed in python in order to perform some calculations
This is the two-dimensional electromagnetic field analysis program for arbitrary objects irradiated by a TE plane wave (transverse electric wave). This is based on the boundary element method, the own developed numerical solution is used.
Tools designed to extract Resonant Frequency & Coupling Quality Factor for Microwave Kinetic Inductance Detector Simulations using a Sonnet .csv data file.
Visualizing Electromagnetic Propagation using C++, OpenGL: Explore the fascinating classical world of electromagnetic waves through 2D simulations and visualizations powered by larmour delayed potential in C++ with OpenGL graphics.