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Mateusz Belka's user avatar
Mateusz Belka's user avatar
Mateusz Belka's user avatar
Mateusz Belka
  • Member for 7 years, 2 months
  • Last seen more than 5 years ago
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Max Lyapunov Exponent of a Double Pendulum
And yes, sorry for the mediocre description of graph. Made it in a rush.
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Max Lyapunov Exponent of a Double Pendulum
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Max Lyapunov Exponent of a Double Pendulum
@SeanE.Lake I obtained equations of motion using Lagrangian, I was using rigid bodies, constant rod length, point mass of bob and rods without mass, no friction etc. so idealised mathematical model.
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Max Lyapunov Exponent of a Double Pendulum
I will try increasing runtime of simulation. I made this post because I am scared that calling the behaviour chaotic with such low lyapunov exponent might be seen as a critical mistake. P.S. I meant the lyapunov exponent at higher initial energy positions. I know that after $\pi$ the values are mirrored.
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Double Pendulum - equation of angle with respect to time
Before I started working on double pendulum I did some simulations for single pendulum and there I had equation for Theta with only one variable, time. I was able to write a loop with t += 0.05 and everything worked.
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