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Mathematical modeling of copper infiltration of a refractory floor

机译:耐火地板铜渗透的数学模型

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摘要

Liquid infiltration between refractory bricks is a common operational problem in copper smelters. Usually, the floor is designed with expansion joints to secure that the bricks are subjected to compressive forces after the first heating cycle. However, following specifications occasionally fail to ensure the desired brick sealing, or furnace cooling for maintenance purposes open the joints. In order to explain the penetration of liquid copper in a refractory lining of a furnace's floor, a mathematical model was developed. The model considers gravity and viscous forces, while surface tension effects are neglected. The equations are integrated exactly in two particular situations. A general solution is also developed via numerical methods. The results give the position of the liquid infiltration front as a function of location and time. No experimental results are presently available. However, examination of refractories after infiltration indicates that the theoretical results are essentially realistic. The results show that refractory floor design deserves thorough consideration in order to bring the lining to work under compression to avoid or minimize liquid infiltration.
机译:耐火砖之间的液体渗透是铜冶炼厂的常见操作问题。通常,地板设计有伸缩缝,以确保砖在第一个加热周期后受到压缩力。但是,以下规格有时不能确保所需的砖密封性,或出于维护目的而对炉子进行冷却以打开接缝。为了解释液态铜在炉底耐火衬里的渗透,建立了数学模型。该模型考虑了重力和粘性力,而忽略了表面张力效应。这些方程在两种特定情况下完全积分。还通过数值方法开发了通用解决方案。结果给出了液体渗透前沿的位置与位置和时间的关系。目前尚无实验结果。但是,渗透后对耐火材料的检查表明,理论结果实际上是现实的。结果表明,耐火地板的设计值得充分考虑,以使衬里在压缩下工作,从而避免或减少液体的渗透。

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