ordinary differential equation of pendulum
x'' + (b/m)x' + (g/L)sin(x) = 0
It is a 2nd order ODE and to solve it in MATLAB we need to break it up into two single order ODE as we know 'ode45' is for only single order ODE.
The Angular Displacements and Velocities can be calcaluted and plotted against time.
A zip file of the Animation of how the pendulum comes to rest is added.
-
Notifications
You must be signed in to change notification settings - Fork 0
Solving simple pendulum using 2nd order ODE and capturing its motion
DhruveshPotekar/Simple_pendulum
Folders and files
| Name | Name | Last commit message | Last commit date | |
|---|---|---|---|---|
Repository files navigation
About
Solving simple pendulum using 2nd order ODE and capturing its motion
Topics
Resources
Stars
Watchers
Forks
Releases
No releases published
Packages 0
No packages published