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Quasi-static thermal deflection in a solid circular plate in the axisymmetric case

Sanat Kumar Sarkar — 1968

Aplikace matematiky

In this paper a problem of thermal deflection in a solid circular plane in the axisymmetric case is solved (On the base of Forray-Newmann method). In this case, the temperature is found to be a function of co-ordinate $r$ and time parameter $t$ .

Thermal deflection of a non-homogeneous rectangular plate

Sanat Kumar Sarkar — 1967

Aplikace matematiky

Expressions for the thermal deflection of thin isotropic rectangular plates of varying thickness are obtained. The temperature is supposed to be non-steady but the time is treated as a parameter. Hence the deflections obtained are quasi-static. The result is obtained by solving the partial differential equation directly.

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