INVERSE SURFACE RADIATION ANALYSIS IN AN AXISYMMETRIC CYLINDRICAL ENCLOSURE USING A HYBRID GENETIC ALGORITHM

References

• Baek , S. W. , Kim , H. S. , Yu , M. J. , Kang , S. J. and Kim , M. Y. 2002 . Application of the Extended Weighted Sum of Gray Gases Model to Light Fuel Oil Spray Combustion . Combustion Sci. Technol. , vol. 174 : pp. 65 – 98 .
   Web of Science ®Google Scholar
• Usiskin , C. M. and Siegel , R. 1960 . Thermal Radiation from a Cylindrical Enclosure with Specified Wall Heat Flux . J. Heat Transfer , vol. 82 : pp. 369 – 374 .
   Google Scholar
• Sparrow , E. M. , Albers , L. U. and Eckert , E. R. G. 1962 . Thermal Radiation Characteristics of Cylindrical Enclosures . J. Heat Transfer , vol. 84 : pp. 73 – 81 .
   Google Scholar
• Kurpisz , K. and Nowak , A. J. 1995 . Inverse Thermal Problems , pp. 230 – 235 . Billerica, MA, , USA : Computational Mechanics Publication .
   Google Scholar
• Howell , J. R. , Ezekoye , O. A. and Morales , J. C. 2000 . Inverse Design Model for Radiative Heat Transfer . J. Heat Transfer , vol. 122 : pp. 492 – 502 .
   Web of Science ®Google Scholar
• Ertũrk , H. , Ezekoye , O. A. and Howell , J. R. 2002 . Comparison of Three Regularized Solution Techniques in a Three-Dimensional Inverse Radiation Problem . J. Quant. Spect. Radiat. Transfer , vol. 73 : pp. 307 – 316 .
   Web of Science ®Google Scholar
• Michalewicz , Z. 1999 . Genetic Algorithms+Data Structures=Evolution Programs , 3d rev. and extended ed. , pp. 100 – 104 . New York : Springer-Verlag .
   Google Scholar
• Li , H. Y. and Yang , C. Y. 1997 . A Genetic Algorithm for Inverse Radiation Problems . Int. J. Heat Mass Transfer , vol. 40 : pp. 1545 – 1549 .
   Web of Science ®Google Scholar
• Kim , K. W. , Baek , S. W. , Kim , M. Y. and Ryou , H. S. 2004 . Estimation of Emissivities in a Two-Dimensional Irregular Geometry by Inverse Radiation Analysis Using Hybrid Genetic Algorithm . J. Quant. Spect. Radiat. Transfer , vol. 87 : pp. 1 – 14 .
   Web of Science ®Google Scholar
• Press , W. H. , Teukolsky , S. A. , Vetterling , W. T. and Flannery , B. P. 1992 . Numerical Recipes , pp. 779 – 785 . New York : Cambridge University Press .
   Google Scholar