An extensive study of elastic scattering of medium-energy alpha particles at fixed angles has been made for 28 nuclides ranging from Ni to Pu. The sharp-cutoff model is used to evaluate interaction radii, R_Aα, and a simple graphical method has been developed for these evaluations. A least squares fit to the experimental data of the form R_Aα=r₀A1/3+b gives r₀=(1.414±0.042)×10^-13 cm, b=(2.19±0.20)×10^-13 cm. The internal consistency of the data is much higher than the stated over-all errors (standard deviations) indicate; the average departure from the least squares curve is 0.75%. The dependence of interaction radius upon scattering angle is slight over the range of angles studied. Significant differences in interaction radius are seen between Pb and Bi and between U²³⁵ and U²³⁸, among others. Small changes in either neutron or proton configuration influence the detailed structure of the curves of cross section versus energy, especially in the region of a closed neutron or proton shell. The angular and energy dependence of the structure in cross section curves is qualitatively discussed in terms of the sharp-cutoff model. A modification of this theory is used to estimate the cross section for an ellipsoidally distorted nucleus.
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Kerlee et al. (1957) studied this question.
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