using crank-nicolson to solve a 1D wave equation in python
Question
I am trying to solve the 1D-wave equation
d2phi/dt2 = v^2d2phi/dx2 and am having trouble using the crank-nicolson method to form a system of linear equations and solve it in python as a matrix
A phi(x,t+h) = B phi(x,t) Any help finding the elements A and B would be greatly appreciated! Thanks
1 answers
solution1
0 2019-11-14 22:05:01
You can form matrices using numpy.matrix
The technical post webpages of this site follow the CC BY-SA 4.0 protocol. If you need to reprint, please indicate the site URL or the original address.Any question please contact:yoyou2525@163.com.
Related Question
How to apply crank-nicolson method in python to a wave equation like schrodinger's
Crank Nicolson Method on Wave Function Python
My 1D heat equation resolution in python using Crank Nicholson method returns incoherent results
python graphing the 1D wave equation (Beginner)
1D Finite Difference Wave Equation Modeling
Transport equation in 1D (python)
Python: Writing a program to simulate 1D wave motion along a string
using python to solve a nonlinear equation
Using sympy to solve an equation, python
Solve Differential equation using Python PyDDE solver
Related Tags