Single-file implementations of 2D and 3D acoustic and elastic wave propagation in time domain using finite-differences(FDTD). Simple formulation and implementation
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Updated
Apr 9, 2019 - MATLAB
Single-file implementations of 2D and 3D acoustic and elastic wave propagation in time domain using finite-differences(FDTD). Simple formulation and implementation
Development of an SMA coaxial to microstrip transition using open source software (openEMS)
Time-Reversal Algorithm with Finite-Difference Time-Domain Method
This repository contains a MATLAB implementation of the 1D Finite Difference Time Domain (FDTD) method for simulating the propagation of plane electromagnetic waves in a plasma medium.
A 2D electromagnetic simulator using the Finite Difference Time Domain (FDTD) method. It simulates magnetic induction from one coil to another through an air/water interface.
Anisotropic FDTD, Electromagnetic cloak
Implementation of finite difference time domain in Matlab demonstrating temporal modulations of permittivity.
simulation of 2D shear waves using the FDTD method with the CPML absorbing boundary condition
A one-dimensional Finite Difference Time Domain (FDTD) algorithm run for a specific problem.
MATLAB-based optimization framework for nanophotonic structures using multi-objective genetic algorithms integrated with Lumerical FDTD. Automatically tunes geometry to minimize propagation loss and maximize optical performance.
This repository provides a MATLAB implementation of 3D Finite Difference Time Domain (FDTD) methods optimized for both CPU and GPU execution. The approach aims to leverage the computational power of GPUs while addressing the limitations of Video Random Access Memory (VRAM) through an efficient use of both VRAM and system RAM.
This repository contains an accelerated parallel implementation of the 3D Finite Difference Time Domain (FDTD) method using GPU computing in MATLAB.
Implementation of free parameter (theta) for numerical dispersion optimisation of the stiff string FDTD scheme.
Implementation of FD collisions (hammer-string) and couplings with a modal plate. Coupling term: spring-like stiffness controlled.
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