Issue Section:
Radiative Transfer
1.
Buckius
R. O.
1982
, “The Effect of Molecular Gas Absorption on Radiative Heat Transfer With Scattering
,” ASME JOURNAL OF HEAT TRANSFER
, Vol. 104
, pp. 580
–586
.2.
Edwards
D. K.
Menard
W. A.
1964
, “Comparison of Models for Correlation of Total Absorption
,” Applied Optics
, Vol. 3
, pp. 621
–625
.3.
Edwards, D. K., 1976, “Molecular Gas Band Radiation,” Advances in Heat Transfer, Vol. 12, Academic Press, New York, pp. 115–193.
4.
El-Wakil, N., 1991, “Etude de Transferts de Chaleur par Conduction, Convection et Rayonnement Couple´s dans des Milieux Semi-Transparents Fluides on Poreux. Elaboration de Modle`s de Simulation en Ge´ome´trie Bidimensionnelle,” The`se de Doctorat, INSA de Lyon, France: Order No. 91 ISAL 0050.
5.
El-Wakil, N., and Sacadura, J. F., 1992, “Some Improvements of the Discrete Ordinates Method for the Solution of the Radiative Transport Equation in Multidimensional Anisotropically Scattering Media,” Developments in Radiative Heat Transfer, S. T. Thynell, M. F. Modest, and L. C. Burmeister, eds., ASME HTD-Vol. 203, pp. 119–128.
6.
Godson
W. L.
1953
, “The Evaluation of Infrared Radiation Fluxes Due to Atmospheric Water Vapor
,” Quarterly Journal of the Royal Meteorological Society
, Vol. 79
, pp. 367
–379
.7.
Hartmann
J. M.
Levi
D.
Leon
R.
Taine
J.
1984
, “Line-by-Line and Narrow-Band Statistical Model Calculations for H2O
,” J. Quant. spectrosc. Ra. diat. Transfer.
, Vol. 32
, pp. 119
–127
.8.
Kim, T. K., 1990, “Radiation and Combined Mode Heat Transfer Analyses in Absorbing, Emitting and Mie-Anisotropically Scattering Media using the S-N Discrete Ordinates Method,” Ph. D. dissertation. University of Minnesota, Minneapolis, MN.
9.
Kim
T. K.
Menart
J. A.
Lee
H. S.
1991
, “Nongray Radiative Gas Analyses Using the S-N Discrete Ordinates Method
,” ASME JOURNAL OF HEAT TRANSFER
, Vol. 113
, pp. 946
–952
.10.
Menart, J. A., and Lee, H. S., 1991, “S-N Discrete Ordinates Solutions of Non gray Radiative Transfer with Diffusely Reflecting Walls,” Fundamentals of Radiation Heat Transfer, W. A. Fiveland, A. L. Crosbie, A. M. Smith, and T. F. S. Smith, eds., ASME HTD-Vol. 160, pp. 79–87.
11.
Malkmus
W.
1967
, “Random Lorentz Band Model With Exponential-Tailed S-1 Line-Intensity Distribution Function
,” Journal of the Optical Society of America
, Vol. 57
, No. 3
, pp. 323
–329
.12.
Menart
J. A.
Lee
H. S.
Kim
T. K.
1993
, “Discrete Ordinates Solutions of Nongray Radiative Transfer With Diffusely Reflecting Walls
,” ASME JOURNAL OF HEAT TRANSFER
, Vol. 115
, pp. 184
–193
.13.
Soufiani
A.
Taine
J.
1987
, “Application of Statistical Narrow-Band Model to Coupled Radiation and Convection at High Temperature
,” International Journal of Heat and Mass Transfer.
, Vol. 30
, No. 3
, pp. 437
–447
.14.
Taine
J.
1983
, “A Line-by-Line Calculation of Low-Resolution Radiative Properties of CO2-CO-Transparent Nonisothermal Gas Mixtures Up to 3000 K
,” J. Quant. Spectrosc. Radiat. Transfer
, Vol. 90
, pp. 371
–379
.15.
Young
S. J.
1977
, “Nonisothermal Band Model Theory
,” J. Quant. Spectrosc. Radiat. Transfer
, Vol. 18
, pp. 1
–28
.16.
Zhang
L.
Soufiani
A.
Taine
J.
1988
, “Spectral Correlated and Noncorrelated Radiative Transfer in Finite Axisymetric System Containing an Absorbing and Emiting Real Gas-Particle Mixture
,” International Journal of Heat and Mass Transfer
, Vol. 18
, pp. 2261
–2272
.
This content is only available via PDF.
Copyright © 1996
by The American Society of Mechanical Engineers
You do not currently have access to this content.