Find the scattering amplitude in the born approximation for soft-sphere scattering at arbitrary energy. show that the formula reduces to in the low-energy limit tta equation 1: f(0,ø v 2h 3 the potential of interest is given as eq. 2 vo. (rsa) v(r)0. (r> a) note this is the finite version of hard-sphere scattering. given sufficient energy, an incoming particle could blast right through the potential. this better reflects reality in most situations for example, incident particles have a significant probability of zipping right through the vast open space between electrons and the nucleus for any given atom
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Which of the following correctly describes what happens when an atomic bomb explodes? small pieces of fissionable material are joined and form a body with a mass greater than the critical mass, the relative number of neutrons escaping decreases, and a chain reaction and explosion result. large pieces of fissionable matter are brought together quickly and form a body with a mass smaller than the critical mass, the relative number of escaping neutrons increases, and a chain reaction and explosion result.
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Find the scattering amplitude in the born approximation for soft-sphere scattering at arbitrary ener...
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