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Two-dimensional modeling of heat transfer through sandwich plates with inhomogeneous boundary conditions on the faces

机译:平面上边界条件不均匀的夹层板传热的二维建模

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This paper presents a thermal model describing heat transfer in multispan sandwich rectangular plates. The model is time-dependent and two-dimensional. The different heat transfer phenomena occurring in light cores (honeycomb) form subject of a preliminary literature review which leads to a reduced modeling. The other layers can be orthotropic for conduction. Particular attention is paid to the boundary conditions on the faces of the plate: rzdiative and non-uniform convective exchange are taken into account. The global solution for stationary cases is developed on trigonometric and exponential functions base. The properties of the Laplace transform are used to solve time-dependent cases.
机译:本文提出了一个热模型,描述了多跨夹心矩形板中的热传递。该模型是时间相关的并且是二维的。发生在轻芯(蜂窝)中的不同传热现象构成了初步文献综述的主题,这导致了简化的建模。其他层可以是正交各向异性的,用于传导。要特别注意板面上的边界条件:要考虑到对流交换和不均匀对流交换。平稳情况的全局解决方案是在三角函数和指数函数的基础上开发的。拉普拉斯变换的属性用于解决与时间有关的情况。

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