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The general refractivity formula applied to densified silicate glasses
Authors:J Arndt  W Hummel
Institution:1. Mineralogisch-Petrographisches Institut, Universit?t Tübingen, Wilhelmstr. 56, D-7400, Tübingen, Federal Republic of Germany
2. Laboratorium für chemische und mineralogische Kristallographie, Universit?t Bern, Freiestr. 3, CH-3012, Bern, Switzerland
Abstract:Concomitant changes of refractive index (n) with density (ϱ) of isochemical series comprizing several densified silicate glasses were analyzed. The data include glasses of the systems SiO2, TiO2-SiO2, Na2O-SiO2, and NaAlSi3O8-CaAl2Si2O8. Extending the ideal point dipole theory, an electronic overlap parameter (b) accounting for the non-ideal behaviour of solids was refined using the general refractivity formula 
$$\frac{{n^2  - 1}}{{4\pi  + b\left( {n^2  - 1} \right)}}\frac{1}{\rho } = \alpha /M$$
, where α is the molar polarizability. Statistical analyses assuming α=constant within each isochemical series showed no systematic variation of b with chemical composition. A constrained refinement of b using all data converged at b=1.3. Applying this common overlap parameter and appropriate polarizability constants, recalculated refractive index values fit excellently the experimental results within the entire n−ϱ range. Furthermore, the additivity of polarizabilities, often assumed for oxide components, is derived for TiO2-SiO2 glasses and for glasses of plagioclase composition.
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