TITLE: Variable refractive index effects on radiation in semitransparent scattering multilayered regions
Document ID: 19930070466 A (93A54463) File Series: Open Literature
Report Number: None
Sales Agency & Price: Issuing Activity - Copyright
Authors: Siegel, R. (NASA Lewis Research Center), Spuckler, C. M. (NASA Lewis Research Center)
Journal Title: Journal of Thermophysics and Heat Transfer
Volume: 7 Issue: 4 Page: p. 624-630.
Published: Dec 01, 1993
Corporate Source: NASA Lewis Research Center (Cleveland, OH, United States)
Pages: 7
Contract Number: None
NASA Subject Category: FLUID MECHANICS AND HEAT TRANSFER
Abstract:
A simple set of equations is derived for predicting the temperature distribution and radiative energy flow in a semitransparent layer consisting of an arbitrary number of laminated sublayers that absorb, emit, and scatter radiation. Each sublayer can have a different refractive index and optical thickness. The plane composite region is heated on each exterior side by a different amount of incident radiation. The results are for the limiting case where heat conduction within the layers is very small relative to radiative transfer, and is neglected. The interfaces are assumed diffuse, and all interface reflections are included in the analysis. The thermal behavior is readily calculated from the analytical expressions that are obtained. By using many sublayers, expressions provide the temperature distribution and heat flow for a diffusing medium with a continually varying refractive index, including internal reflection effects caused by refractive index gradients. Temperature and heat flux results are given to show the effect of variations in refractive index and optical thickness through the multilayer laminate.
Major Subject Terms:
LAMINATES OPTICAL THICKNESS
RADIATIVE HEAT TRANSFER
REFRACTIVITY TEMPERATURE
DISTRIBUTION TRANSPARENCE
Minor Subject Terms:
DIMENSIONLESS NUMBERS INTERLAYERS
Language Note: English
Notes: Journal of Thermophysics and Heat Transfer vol. 7, no. 4 p. 624-630. Oct.-Dec. 1993
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