A particle moves in a force field described by
where k and a are positive.
(a) Write the equations of motion and reduce them to the equivalent one-dimensional problem. Use the effective potential to discuss the qualitative nature of the orbits for different values of the energy and the angular momentum.
(b) Show that if the orbit is nearly circular, the apsides will advance approximately by πρ/a per revolution, where ρ is the radius of the circular orbit.
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