Abstract
This paper considers the energy transfer phenomenon in a non-convex black body that exchanges energy, with the environment, by convection and by thermal radiation. Such non-linear problems arise when a body, surrounded by a fluid, is at high temperature levels and, therefore, the thermal radiant heat exchange can not be neglected. Since the body is not convex, there will exist a direct radiant interchange among points of the boundary of the body. A way for simulating such phenomena is presented, as well as proof of existence and uniqueness of the solution.
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