The reliable results of an insulated oval duct considering heat radiation are obtained basing on accurate oval perimeter obtained by integral method as well as one-dimensional Plane Wedge Thermal Resistance (PWTR) model. This is an extension study of former paper of insulated oval duct neglecting heat radiation. It is found that in the practical situations with long-short-axes ratio a/b 43% at t/R2=0) and thin-insulated (E>4.5% while t/R2, {"references":["F. J. Schulenberg, Finned elliptical tubes and their application in\nair-cooled heat exchanger, Transactions of the ASME 88, 1966,\npp.179-190.","T. Ota, H. Nishiyama and Y. Taoka, Heat transfer and flow around an\nelliptic cylinder, International Journal of Heat and Mass Transfer, 27-10,\n1984, pp.1771-1779.","Y. Chen, M. Fiebig and N. K. Mitra, Heat transfer enhancement of finned\noval tubes with staggered punched longitudinal vortex generators,\nInternational Journal of Heat and Mass Transfer, 43, 2000, pp. 417-435.","M. K. Kim , J. S. Shin, and C. W. Bullard, Heat Transfer and Pressure\nDrop Characteristics During R22 Evaporation in an Oval Micro-fin Tube,\nJournal of Heat Transfer, 123-2, 2001, pp. 301-308.","J. S. Leu, M. S. Liu, J. S. Liaw, and C. Chuan, A numerical investigation\nof louvered fin-and-tube heat exchangers having circular and oval tube\nconfigurations, International Journal of Heat and Mass Transfer, 44,\n2001, pp. 4235-4243.","S. Tiwari, D. Maurya, G. Biswas, and V. Eswaran, Heat transfer\nenhancement in cross-flow heat exchangers using oval tubes and multiple\ndelta winglets, International Journal of Heat and Mass Transfer, 46, 2003,\npp.2841-2856.","A. Hasan, and K. Siren, Performance investigation of plain circular and\noval tube evaporatively cooled heat exchangers, Applied Thermal\nEngineering, 24, 2004, pp.777-790.","J. E. O'Brien, M. S. Sohal, and P. C. Wallstedt, Local heat transfer and\npressure drop for finned-tube heat exchangers using oval tubes and vortex\ngenerators, Journal of Heat Transfer, 126-5, 2004, pp. 826-835.","K. L. Wong, W. L. Chen, T. L. Hsien, and H. M. Chou, The critical heat\ntransfer characteristics of an insulated oval duct, Energy Conversion and\nManagement, 51, 2010, pp.1442-1448.\n[10] H. M. Chou, and K. L. Wong, Heat Transfer Characteristics of an\nInsulated Regular polygonal duct by Using a Wedge Thermal Resistance\nModel, Energy Conversion and Management, 44, 2003, pp.629~645.\n[11] K. L.Wong, H.M. Chou, and Y. H. Li, Complete Heat Transfer Solutions\nof an Insulated Regular Polygonal duct by Using a PWTR Model, Energy\nConversion and Management, 45, 2004, pp.1705~1724.\n[12] K. L. Wong, T. L. Hsien, P. Richards, and B. S. Her, The reliable simple\none-dimensional 64-CPWTR model applied to the two-dimensional heat\ntransfer problem of an insulated rectangular duct in an air conditioning or\nrefrigeration system, International Journal of Refrigeration, 28, 2005,\npp.1029-1039.\n[13] K. L. Wong, A. Al-Jumaily, and T. H. Lu, Reliable one-dimensional\nCPWTR models for two-dimensional insulated polygonal ducts,\nInternational Journal of Refrigeration, 30, 2007,pp. 254-266.\n[14] W. L. Chen , K. L. Wong, T. L. Hsien, C. T. Huang, Reliable\none-dimensional approximate solution of insulated oval duct, Energy\nConversion and Management, Volume 49, Issue 8, 2008, pp. 2214-2224\n[15] T. L. Hsien, K. L. Wong, and S. J. Yu, The inaccuracy of heat transfer\ncharacteristics of insulated and non-insulated circular duct while\nneglecting the influence of heat radiation, Energy Conversion and\nManagement, Volume 50, Issue 11, 2009, pp. 2856-2863.\n[16] K. L. Wong, M. T. Ke, and S. S. Ku, The log mean heat transfer rate\nmethod of heat exchanger considering the influence of heat radiation,\nEnergy Conversion and Management, Volume 50, Issue 11, 2009, pp.\n2693-2698.\n[17] K. L. Wong, J. L. Salazar, L. Prasad, and W. L. Chen, The inaccuracy of\nheat transfer characteristics for non-insulated and insulated spherical\ncontainers neglecting the influence of heat radiation, Energy Conversion\nand Management, 52, 2011, pp.1612-1621.\n[18] H. B.William, CRC standard mathematical table, 25th edition, Chemical\nRubber Pub., Cleveland, 1978, pp.14\n[19] J. P. Holman, Heat transfer, Eighth SI Metric Edition, McGraw-Hill Inc.,\n2001, pp.7~39 and pp.638~642."]}