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Scattering inelastic coherent and incoherent

Inelastic coherent and incoherent scattering are proportional to the space and time Fourier transforms of, respectively, the pair-correlation and the selfcorrelation functions. Analogous to dynamic light scattering, these are used to probe polymer dynamics (Arbe et al., 2(X)3 Richter, 2003 Stepanek et al., 2002 Annis et al., 2001). [Pg.128]

With these parameters in hand, we then started to treat the on-resonance spectrum. It is very difficult to find a proper model to describe the mixture of elastic and inelastic (coherent and incoherent) scattering. The simplest approach, which ignores hyperfine interactions, was derived in Ref. 34. Here, we used a simple exponential decay to simulate the elastic scattering contribution. Then Eq. (12.10) becomes... [Pg.265]


See also in sourсe #XX -- [ Pg.34 ]

See also in sourсe #XX -- [ Pg.117 ]




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Coherent scatter

Incoherence

Incoherent inelastic scattering

Incoherent scatter

Incoherent scatterer

Incoherent scattering, inelastic coherent

Incoherent)

Inelastic

Inelastic coherent and incoherent

Inelastic coherent scattering

Inelastic scatter

Inelastic scattering, and

Inelasticity

Scatter inelastically

Scattering coherent and incoherent

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