Combined radiation and conduction heat transfer in high temperature fiber thermal insulation
β Scribed by Vadim A. Petrov
- Publisher
- Elsevier Science
- Year
- 1997
- Tongue
- English
- Weight
- 814 KB
- Volume
- 40
- Category
- Article
- ISSN
- 0017-9310
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β¦ Synopsis
Three
different approaches for describing combined radiation and conduction heat transfer in fiber thermal insulation at high temperatures are analyzed and compared. The considered approaches include the radiation transfer equation or its approximations, approximation of radiation thermal conductivity and the radiation diffusion approximation for radiation transfer. The first causes difficulties due to the need for experimental measurement of optical properties, while calculations based on the Mie theory may give inexact results. The second takes into account the radiation transfer inaccurately and the experimentally measured total thermal conductivity may depend on temperature drop, thickness of sample, properties elf boundaries and time parameters at transient conditions. It is shown that the most preferable approach is the radiation diffusion approximation for radiation transfer. The comparison of the radiation thermal conductivity approximation and the radiation diffusion approximation is carried out for the example of modeling the working conditions of the fibrous thermal insulation of the Space Shuttle when the vehicle enters the Earth's atmosphere.
π SIMILAR VOLUMES
Transient radiative and conductive heat transfer in a fibrous medium with anisotropic optical properties is investigated. Two different kinds of boundary conditions are treated: when the temperatures imposed on the boundaries vary with time and when the medium is subject to a radiation source which
The Chebyshev collocation spectral method for discrete ordinates equation is presented to solve combined radiation and conduction heat transfer problem in semitransparent graded index media. The angular dependence of the problem is discretized by discrete ordinates method, and the space dependence i