Interpretation:
For each of the reversible system
Concept Introduction:
Phase portrait is the geometrical representation of the trajectories of the dynamical system in the phase plane of the system equation. Each set of initial condition is represented by a different curve or a point in the phase plane.
A second-order system is said to be the time-reversal system if the time of the system is reversed, then the second-order derivative of the system is unchanged, and if the value of the first derivative is changed and the equation is unchanged, then the system is called as a time-reversal system.
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Nonlinear Dynamics and Chaos
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