Kramers–Kronig relations in modulation polarimetry diagnostics of glass-ceramics

It has been found that, in an aluminosilicate glass-ceramic sample cut from a massive ingot, there is a correlation of the residual stress with the temperature gradient. The magnitude and coordinate dependence of the stress along the temperature gradient have been determined from the stress-induced...

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Published in:Physics of the solid state 2016-10, Vol.58 (10), p.2068-2073
Main Authors: Dudar, B. V., Matyash, I. E., Minailova, I. A., Mishchuk, O. N., Serdega, B. K.
Format: Article
Language:English
Subjects:
Aluminosilicates
Aluminum silicates
Birefringence
Ceramics
Dichroism
Glass ceramics
Heterogeneity
Modulation
Optical Properties
Physics
Physics and Astronomy
Poisson equation
Polarimetry
Residual stress
Solid State Physics
Thermodynamics
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description It has been found that, in an aluminosilicate glass-ceramic sample cut from a massive ingot, there is a correlation of the residual stress with the temperature gradient. The magnitude and coordinate dependence of the stress along the temperature gradient have been determined from the stress-induced linear birefringence measured by the modulation polarimetry technique. Its functional relationship has been established in the form of the Poisson equation with the heterogeneity of the composition due to the preparation conditions. It has been shown that, in the absence of a temperature gradient, the birefringence and dichroism related by the Kramers–Kronig relation play the role of thermodynamic variables.
doi_str_mv 10.1134/S1063783416100140
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source Springer Nature
subjects Aluminosilicates
Aluminum silicates
Birefringence
Ceramics
Dichroism
Glass ceramics
Heterogeneity
Modulation
Optical Properties
Physics
Physics and Astronomy
Poisson equation
Polarimetry
Residual stress
Solid State Physics
Thermodynamics
title Kramers–Kronig relations in modulation polarimetry diagnostics of glass-ceramics
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