8 results · AI-generated index
N
numpy.org
official

Finite-Difference Time-Domain Method with NumPy

The Finite-Difference Time-Domain (FDTD) method is a popular technique for simulating the behavior of electromagnetic waves. This article demonstrates how to implement the FDTD method using NumPy.

G
github.io
tool

Python Implementation of FDTD using NumPy for Time Domain Simulation

This repository provides a Python implementation of the FDTD method using NumPy for time domain simulation. It includes examples and documentation for users to get started.

R
researchgate.net
research

Numerical Simulation of Electromagnetic Waves using FDTD and NumPy

This research paper presents a numerical simulation of electromagnetic waves using the FDTD method and NumPy. It discusses the implementation details and results of the simulation.

T
towardsdatascience.com
article

FDTD Simulation with Python and NumPy: A Tutorial

This tutorial provides a step-by-step guide to implementing the FDTD method using Python and NumPy. It covers the basics of the FDTD method and its implementation in Python.

E
edx.org
video

Time Domain Simulation using FDTD and NumPy

This online course covers the basics of time domain simulation using the FDTD method and NumPy. It includes video lectures, assignments, and quizzes to help learners master the topic.

I
ieee.org
research

NumPy-Based FDTD Simulation for Electromagnetic Waves

This conference paper presents a NumPy-based FDTD simulation for electromagnetic waves. It discusses the implementation details and results of the simulation, highlighting the efficiency of the approach.

P
pypi.org
tool

FDTD Method with NumPy: A Python Package for Time Domain Simulation

This Python package provides an implementation of the FDTD method using NumPy for time domain simulation. It can be easily installed and used for various simulation tasks.

A
acm.org
article

Electromagnetic Simulation using FDTD and NumPy: A Case Study

This case study presents an electromagnetic simulation using the FDTD method and NumPy. It discusses the implementation details, results, and applications of the simulation in real-world scenarios.