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The thermal stresses of annular fin with its base subjected of a decayed exponential function of time is examined in this study. The problems are solved by analytically in the Laplace domain and obtained results are converted to real-time space using the modified Durbin’s numerical inverse Laplace transform method. Novel approach is using the modified Durbin’s numerical inverse Laplace transform method to analysis of transient thermal stresses in annular fin. This method successfully applied the boundary value problem which can be solved in Laplace domain. Different material models from literature are used and temperature and stress distributions are calculated. Validation of the recommended method is done using analytical solutions available in the literature for some special cases, and nearly exact results are obtained.

Analysis of Transient Thermal Stresses in Annular Fin