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The light scattering from particles in a glass ceramic is calculated for a particle model comprising a crystalline core and a surrounding shell, created by nucleation and diffusive processes from the original homogeneous glass, with diffusing atoms limited to the core-shell volume. The scatterings from core and shell are found to cancel in first order for small particles within the approximations of the Rayleigh-Debye theory. The residual scattering varies as the inverse eighth power of wavelength and is most pronounced in the backscatter geometry.
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A. Edgar (2006) studied this question.
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