模拟铝铸件感应热处理装置中的电热过程,确定在压制电力电缆线材时提高效率的方法

A. Zharkin, Y. Goryslavets, O. Glukhenky, V. V. Zolotaryov, R. Belyanin
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摘要

本文提出了一个计算机数学模型,用于研究在生产电力电缆用铝线的线材压制过程中,对圆柱形铝锭进行感应热处理时的电热过程。通过该模型,可以确定在感应器给定电压下对铝锭进行感应热处理的能量和技术上适当的电磁和热模式。本文介绍了使用由矩形铜管制成的单相单层圆柱形感应器对铝坯料进行加热的典型装置的研究结果。研究获得了铝坯料沿长度方向的温度分布,以及在感应器输出端铝坯料横截面上的温度分布。计算得出的电磁和热参数与运行装置的类似参数略有不同,这证实了所开发模型的适当性。考虑了通过优化感应器匝数轮廓来提高感应加热装置效率的方法。确定了靠近工件的感应器铜管管壁厚度对设备效率的影响,结果表明其最佳厚度与电磁场穿透金属的深度相当。此外,还对电感器使用三相电源的可能性进行了研究,结果表明,在这种情况下,使用 60 El.参考文献 10,表 2,图 7。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
SIMULATION OF ELECTRO-THERMAL PROCESSES IN THE INSTALLATION OF INDUCTION HEAT TREATMENT OF ALUMINUM CASTINGS AND DETERMINATION OF WAYS TO INCREASE ITS EFFICIENCY WHEN PRESSING WIRE ROD FOR POWER CABLES
A computer mathematical model is presented for the study of electrothermal processes in the installation of induction heat treatment of cylindrical aluminum ingots during pressing of wire rod for the manufacture of aluminum wire for power cables. The model makes it possible to determine energetically and technologically appropriate electromagnetic and thermal modes of induction heat treatment of ingots at a given voltage on the inductor. The results of the study of a typical installation for heating aluminum blanks for the purpose of their subsequent gradient pressing using a single-phase single-layer cylindrical inductor made of a rectangular copper tube are presented. Temperature distributions along the length of the aluminum blanks, as well as in the cross-sections of the billets at the output of the inductor, were obtained. A slight difference in the calculated electromagnetic and thermal parameters from the similar parameters of the operating installation confirmed the adequacy of the developed model. Ways to increase the efficiency of the induction heating installation by optimizing the profile of the inductor turns are considered. The influence of the thickness of the wall of the copper tube of the inductor close to the workpiece on the efficiency of the installation was determined and it was shown that its optimal thickness is at the level of the depth of penetration of the electromagnetic field into the metal. The possibility of using a three-phase power supply of the inductor was also investigated and it was shown that in this case it is most appropriate to use a phase angle shift between voltages of 60 el. degree. References 10, tables 2, figures 7.
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