Media Summary: initial conditions: omega1,omega2 = 0, theta1 = 1.57, theta2=0. Double pendulum simulation using Newton-Euler Work on an interactive demonstration of the difference between
Simulation Double Pendulum Forward Euler - Detailed Analysis & Overview
initial conditions: omega1,omega2 = 0, theta1 = 1.57, theta2=0. Double pendulum simulation using Newton-Euler Work on an interactive demonstration of the difference between Download notes for THIS video HERE: Download notes for my other videos: Deriving ... Next part (part 3): This video is the second part of creating a MATLAB - Click here for a 30 day Brilliant free trial and 20% discount on an annual premium subscription!
In this short I show how a 1% difference in initial conditions reveals the chaos of a Supporting video for the main (1-10 MILLION) Join my Patreon community: I give a detailed explanation of what it means for a L1=1.0m, L2=1.0m, M1=1.0kg, M2=0.2kg ThetaZero=pi*2.0/3.0, ThetaDotZero=0.0, OmegaDot=pi/2.0 Time step is 10^-6 sec for ... Finding the order in chaos by releasing millions of L1=0.4m, L2=0.2m M1=0.4kg,M2=0.2kg ThetaZero=pi-0.001 Time step is 10^-5 sec for numerical integration of
