Abstract
The Dalitz formula for the second Born approximation for the elastic-scattering cross section of an electron by a Yukawa potential is extended to a potential represented by a sum of three such terms. This result is used to obtain the distribution function for multiple scattering following the method of Bethe and Nigam, Sundaresan, and Wu. The $\frac{1}{e}$ widths of the distribution function thus obtained are compared to the experimental results of Hanson, Lanzl, Lyman, and Scott.
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