A single-degree-of-freedom system is subjected to Coulomb friction so that the equation of motion is given by
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A single-degree-of-freedom system is subjected to Coulomb friction so that the equation of motion is given by
\[\ddot{x}+f \frac{\dot{x}}{|\dot{x}|}+\omega_{n}^{2} x=0\]
Construct the phase-plane trajectories of the system using the initial conditions \(x(0)=10\left(f / \omega_{n}^{2}\right)\) and \(\dot{x}(0)=0\).
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