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Applying inverse technique for identification of thermal resistance between cast and mould during permanent casting of metals

机译:应用逆技术,以识别金属永久性铸造铸造和模具的热阻

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Identification of thermal resistance between cast and mould during permanent casting of metals is the subject of present paper. Mathematically analyzed oundary problem of heat conduction belongs to the group of inverse problems. In verse problems belong to the class of ill posed problems. It means, that solution of the problem is usually extremently sensitive on inaccuracies of input data, e.g. measurements errors. To stabilize the solution, special mathematical techniques have to be applied. Sevedral method are used to stabilize solution of inverse problems. The most widely used are rgularization method and the least squares methods. Presented work shows the possibility of applying of the least squares adjustment methods for identification of boundary transient heat fluxes and temperature within the body. Two versions of the method: standard and with a priori data are analyzed. Second method was effectively used for claculation of thermal resistance between cast and mould during permanent casting of aluminum alloys. Temperature measurements come from the experiments with the solidification of several grades of aluminum alloys. Different thickness of the cast and different kinds of mould coating were anlayzed. Several other factors (for example a mould preheating) was also considered. Influence of the analyzed parameters on the process of solidification during permanent casting is discussed.
机译:在永久铸造金属铸造期间铸造和模具之间的热阻的识别是本纸的主题。数学分析的热传导问题属于逆问题组。在诗歌问题中属于患病类问题。这意味着,问题的解决方案通常对输入数据的不准确性来提示敏感,例如,测量错误。为了稳定解决方案,必须应用特殊的数学技术。 Sevedral方法用于稳定逆问题的溶液。最广泛使用的是rgularization方法和最小二乘方法。所提出的工作表明,施加最小二乘调整方法的可能性,以识别边界瞬态热通量和体温内的温度。分析了方法的两个版本:标准和具有先验数据。第二种方法有效地用于在铝合金永久铸造期间铸造和模具之间的热阻的熔化。温度测量来自实验与几种铝合金凝固的实验。不同厚度的铸造和不同种类的模具涂层是anlayzed。还考虑了几种其他因素(例如模具预热)。讨论了分析的参数对永久性铸造过程中凝固过程的影响。

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