Heat transfer in functionally graded laminate – Third type boundary conditions
Ewelina Pazera, Piotr Ostrowski · AIP conference proceedings · 2020
The present work is about a heat conduction phenomenon in laminate with functional gradation of material properties. The third type boundary conditions, called the Robin boundary conditions are considered. For this type of boundary conditions and a homogeneous layer there is an analytical solution of this issue and a formula expressing a function of the temperature. To obtain a distribution of the temperature for the functionally graded layer, the tolerance modelling is used. The algorithm, created for a functionally graded structure is verified by results from the analytical solution.