This is what I've got so far:
Veffective(r) = -V0(1-|r|/α) + M/2μr2
In this case the angular momentum would be constant and μ, right?
If we keep the distance α fixed but V0 can be varied and the angular momentum is nonzero. Is there a way one can express the critical value of V0 as a function...
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Two particles of identical mass m interact with each other via central potential energy
Vcentral(r) = -V0(1-|r|/a), if 0 <= |r| <= a
0, if a < |r|
Constants...