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SOLVED:In two-body elastic scattering, show that the angular distribution of the recoiling particles is given by 4 cosθ2 σ^Z M(π-2 θ2) where σ^Z M(ψ) is defined by equation (10.32). In a Rutherford scattering experiment, alpha particles of energy E were scattered by a target of ionised helium. Find the angular distribution of the emerging particles.
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Consider the elastic scattering from the potential V(r)=V0 e^-r / a, where V0 and a are constant. (a) Calculate the differential cross section in the first Born approximation. (b) Find an expression between V0, a, μ, and k so the Born approximation is valid. (c) Find the total cross section using the Born approximation. | Numerade
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