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- W4245959241 abstract "The conjugate gradient method of minimization with an adjoint equation is successfully used to solve the inverse problem in estimating the base heat flux of an annular fin. While knowing the temperature history at any point of the fin, the boundary time-varying base heat flux can be computed. In the analysis, the thermomechanical coupling effect is taken into account in the governing equation of heat conduction and the convection heat transfer coefficient is assumed to be a function of the radius of the fin. No prior information is available on the functional form of the unknown heat flux in the present study; thus, it is classified as the function estimation in inverse calculation. The accuracy of the inverse analysis is examined using simulated and inexact measurements obtained within the medium. Results show that an excellent estimation on the heat flux, temperature distributions, and thermal stress distributions can be obtained for all the test cases considered in this study." @default.
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- W4245959241 date "2003-08-01" @default.
- W4245959241 modified "2023-09-26" @default.
- W4245959241 title "FUNCTION ESTIMATION IN PREDICTING TIME-DEPENDENT HEAT FLUX OF AN ANNULAR FIN" @default.
- W4245959241 doi "https://doi.org/10.1080/713856022" @default.
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