JP Journal of Heat and Mass Transfer
Volume 35, , Pages 107 - 124
(October 2023) http://dx.doi.org/10.17654/0973576323045 |
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FRACTIONAL ORDER THERMOELASTIC PROBLEM FOR A THIN CIRCULAR PLATE WITH UNIFORM INTERNAL HEAT GENERATION
Narsing B. Jadhav, Kishor R. Gaikwad and Satish G. Khavale
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Abstract: We investigate the thermoelastic stress generation and temperature distribution in a thin circular plate using the integral transform method. The initial temperature distribution in the plate follows a parabolic profile along the z-axis, with insulation at and The surface of the circular plate is subjected to thermal heat transfer at different temperatures, followed by convection with a fluid at temperature and a convection coefficient The analytical solution for thermal stress, displacement, and temperature is derived using the integral transform method and implemented using PTC Mathcad software.
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Keywords and phrases: fluid temperature, fractional derivative, thermoelasticity, heat generation, circular plate. |
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Number of Downloads: 40 | Number of Views: 163 |
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