Question – A particle moves in a spherically symmetric force field with potential energy given by U(r) = – k/r. Calculate
the Hamiltonian function in spherical coordinates, and obtain the canonical equations of motion. Sketch the path
that a representative point for the system would follow on a surface H = constant in phase space is four
dimensional (r, ?, p, p?, but only the first three are nontrivial). Calculate the projection of the phase path on the
r-p, plane then take into account the variation with ?.
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