In this work we consider two domains: an external domain whose geometry varies, and an internal fixed one. From the thermal insulation viewpoint, we are considering a body to be insulated, enveloped in a layer of insulator, and we want to find the best shape for the thermal insulator, in terms of heat dispersion. Mathematically, our problem is described by an elliptic partial differential equation with Dirichlet-Robin boundary conditions.
Shape Optimization for Thermal Insulation Problems
Toraldo, Gerardo
2021
Abstract
In this work we consider two domains: an external domain whose geometry varies, and an internal fixed one. From the thermal insulation viewpoint, we are considering a body to be insulated, enveloped in a layer of insulator, and we want to find the best shape for the thermal insulator, in terms of heat dispersion. Mathematically, our problem is described by an elliptic partial differential equation with Dirichlet-Robin boundary conditions.File in questo prodotto:
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