A refractive phase relation in light-composite-particle-nucleus elastic and inelastic scattering at intermediate energies
R. da Silveira, Ch. Leclercq‐Willain
Abstract
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R. da Silveira, Ch. Leclercq‐Willain
Abstract
Open-access reader
The authors separate the angular distributions of light-composite-particle-nucleus elastic and inelastic scattering at intermediate energies into 'positive'- and 'negative'-angle components. They show that if oscillations in the 'negative'-angle component of elastic scattering are due to refractive interference effects, there will be corresponding oscillations in the 'negative'-angle component of inelastic scattering which are in phase with those in the elastic scattering. This phase relation is independent of the multipolarity of the excitation.
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The authors separate the angular distributions of light-composite-particle-nucleus elastic and inelastic scattering at intermediate energies into 'positive'- and 'negative'-angle components. They show that if oscillations in the 'negative'-angle component of elastic scattering are due to refractive interference effects, there will be corresponding oscillations in the 'negative'-angle component of inelastic scattering which are in phase with those in the elastic scattering. This phase relation is independent of the multipolarity of the excitation.
Key concepts: Inelastic scattering, Elastic scattering, Scattering, Physics, Excitation, Phase (matter), Quasielastic scattering, Light scattering