| dc.description.abstract | The Program for simulation and animation of nonlinier triple pendulum motion
have been done by Wolfram Mathematica software version 9. The Triple
pendulum equation was derived from Lagrange equation that operated to
Langrangian function. The result of the equation were plotted in graphics of the
comparison of position pendulum 1 with pendulum 2, the comparison of position
pendulum 2 with pendulum 3, the comparison of graphics x deviation on
pendulum 1 with pendulum 2 and pendulum 2 with pendulum 3, the comparison
of graphics y deviation on pendulum pendulum 1 with pendulum 2 and pendulum
2 with pendulum 3, the comparison of graphics x and y deviation’s on every
pendulum, the comparison of trajectories derived by two different initial
conditions, and the phase diagram of each pendulum. These Graphics were used
to observe the system from periodic to chaos state. The animation of these system
were given in order to show chaos state in its motion clearly. The variation that
were used at animation i.e. variation angle, mass and rope length. From the
experiment of this program and the exploration of dynamics in the system, it can
be said that this program works well to learn chaos. | en_US |
