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Chaotic pendulum with support

Function

Intended for experimental study, physics laboratory and carrying out physics experiments on: Dynamics. Nonlinear dynamic systems. The double pendulum, chaotic pendulum. What is meant by a chaotic pendulum. Some properties of the chaotic pendulum. Examples of chaotic systems in nature. Identifying chaotic movements with slightly different initial conditions. Chaotic systems. Movement in two dimensions with a chaotic pendulum. Demonstrates the behavior of a chaotic system based on the operation of a double pendulum with intermediate articulation, where constant changes due to disturbance in the initial condition of the movement in a random system are observed. Allows the observation of variation both in the frequency of the movement and in the type of trajectory described by the free end. The double pendulum is one of the most paradigmatic systems exhibiting chaotic behavior and, one of the main aspects of this behavior, sensitivity to the initial conditions. The equations governing its movement can be obtained using the Lagrangian formalism.

Key Experiments

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