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The effect of coupling of states of the same J but different L on the nucleon-nucleon scattering amplitudes is investigated. Formulas for the polarization of nucleons in double scattering experiments are presented in a form suitable for numerical computation. In the derivation, special attention is given to the scattering of identical particles, and it is proved that a double scattering experiment involving identical nucleons does not require the consideration of a wave function antisymmetrized in all three particles. The effect of the coupling on polarization is also discussed. In particular, it turns out that the nondiagonal elements of the coupling matrix give a contribution to the polarization in which the highest-order spherical harmonic drops out.
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Breit et al. (1955) studied this question.
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