If a repulsive potential drops of monotonically with r, then for energies high compared to V (rm) the angle of scattering will be small. Under these conditions show that Eq. (3.97) can be manipulated so that the deflection angle is given approximately by
where y, obviously, is u/um.
Show further, that if V (u) is of the form Cun, where n is a positive integer, then in the high-energy limit the cross section is proportional to Θ−2(1+1/n).
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