numpy implementation of FDTD method with dispersion compensation and absorbing boundary conditions

I

ieee.org article

Finite-Difference Time-Domain Method with Dispersion Compensation

This article presents a numpy implementation of the FDTD method with dispersion compensation for simulating electromagnetic waves in inhomogeneous media.

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github.io tool

FDTD Simulations with Absorbing Boundary Conditions using NumPy

A Python package for FDTD simulations using NumPy, featuring dispersion compensation and absorbing boundary conditions for accurate simulations of electromagnetic waves.

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researchgate.net research

Numerical Dispersion Compensation in FDTD Simulations

Research paper discussing numerical dispersion compensation techniques in FDTD simulations, including a numpy implementation with absorbing boundary conditions.

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mit.edu official

FDTD Method with Dispersion Compensation and Absorbing Boundary Conditions

Course notes from MIT discussing the FDTD method with dispersion compensation and absorbing boundary conditions, including a numpy implementation example.

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youtube.com video

Dispersion Compensation in FDTD Simulations using NumPy

Video tutorial demonstrating how to implement dispersion compensation in FDTD simulations using NumPy, including absorbing boundary conditions.

A

arxiv.org research

FDTD Simulations with Dispersion Compensation and Absorbing Boundaries

Preprint article discussing FDTD simulations with dispersion compensation and absorbing boundary conditions, including a numpy implementation for electromagnetic wave simulations.

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numpy.org official

NumPy Implementation of FDTD Method with Dispersion Compensation

Example code from the NumPy documentation demonstrating an implementation of the FDTD method with dispersion compensation using NumPy arrays.

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scipy.io tool

Absorbing Boundary Conditions for FDTD Simulations using NumPy

SciPy documentation discussing the implementation of absorbing boundary conditions for FDTD simulations using NumPy, including dispersion compensation techniques.