In certain situations, it is possible to incorporate frictional effects in a simple way into a Lagrangian
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In certain situations, it is possible to incorporate frictional effects in a simple way into a Lagrangian problem. As an example, consider the Lagrangian
(a) Find the equation of motion for the system.
(b) Do a coordinate change \(s=e^{\gamma t / 2} q\). Rewrite the dynamics in terms of \(s\).
(c) How would you describe the system?
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