8 results · AI-generated index
G
github.io
tool

Numerical Solution of 2D Wave Equation using FDTD Method with NumPy

This repository provides a Python implementation of the 2D wave equation using the Finite Difference Time Domain (FDTD) method with NumPy. The code includes a detailed explanation and example usage.

S
sciencedirect.com
article

Finite Difference Time Domain Method for 2D Wave Equation

This article presents a numerical solution of the 2D wave equation using the FDTD method. The implementation is done in Python using NumPy, and the results are compared with the analytical solution.

R
researchgate.net
research

FDTD Simulation of 2D Wave Propagation using NumPy

This paper discusses the implementation of the FDTD method for simulating 2D wave propagation using NumPy. The code is provided, and the results are validated with experimental data.

N
numpy.org
official

2D Wave Equation Solver using FDTD Method

This example code demonstrates how to solve the 2D wave equation using the FDTD method with NumPy. The code is well-documented and includes a step-by-step explanation.

A
acm.org
article

Python Implementation of FDTD Method for 2D Wave Equation

This article presents a Python implementation of the FDTD method for solving the 2D wave equation. The code uses NumPy for efficient numerical computations and is compared with other numerical methods.

E
edx.org
video

Numerical Solution of 2D Wave Equation using FDTD Method

This online course provides a detailed explanation of the FDTD method for solving the 2D wave equation. The course includes Python code using NumPy and provides example problems and solutions.

S
stackoverflow.com
tool

FDTD Method for 2D Wave Equation with NumPy

This question on Stack Overflow discusses the implementation of the FDTD method for solving the 2D wave equation using NumPy. The answers provide example code and explanations.

A
arxiv.org
research

2D Wave Equation Simulation using FDTD Method and NumPy

This preprint presents a numerical simulation of the 2D wave equation using the FDTD method with NumPy. The results are compared with experimental data, and the code is provided as supplementary material.