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The model is based on a solution in Fourier series for the conduction of heat in spheres with an inner concentric, insulating spherical core, as a model of conduction of heat in stone fruits.
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At this level, we adopt a Fourier model of heat conduction which utilizes values of thermal conductivity obtained at the lower scale.
Previous studies have highlighted the effect of ageing in the Scn5a+/− model on conduction velocities and RV structural changes (56).
A model of biofilm conduction is presented as well.
1-4 oveREVEV and applying the multiscale theorems [20] yield the macroscale model of heat conduction [16, 20, 28, 68]: (5).
The performance of the heat pipe drill model is approximated using a solid cylinder model of pure conduction.
We consider the homogenization problem for composite structures described by the two-temperature model of heat conduction.
The RS characteristics of the Zr/CeO x /Pt device are well explained by the model of filamentary conduction mechanism caused by oxygen ions/vacancies [20, 26, 27].
In this study, the implications of solving the exact DPL model of heat conduction in a three-dimensional bounded domain solution are explored.
This explosive characteristic of the temperature predicted by Equation 2 indicates that the DPL model, in its exact form, cannot be considered as a valid model of heat conduction.
By combining the methods of separation of variables and the Laplace transform, the exact solution of the DPL model of heat conduction in a three-dimensional bounded domain has been obtained and analyzed.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com