Development of modern method to calculate thermal performance of chamber heating furnace

V. Bukhmirov, M.H. Suleimanov, E. Bushuev, O. Kolibaba, N.P. Gusenkova
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Abstract

Experiments are often considered as the way to find rational heating modes at manufacturing enterprises. Unlike experimental methods, modern calculation methods use mathematical modeling of physical and chemical processes in heating furnaces. It allows to reduce the time of the research and it is less resource intensive. A mathematical model is proposed to find rational operation modes of thermal furnaces according to the specified criterion. The model considers the porosity of the heated material and the flow of the furnace atmosphere through it. Finite difference method and the zonal method to calculate complex heat transfer is used for numerical implementation of the model. A mathematical model of the thermal operation of a thermal furnace to heat bulk cages has been developed, considering the filtration of combustion products. The developed mathematical model is designed to find new modes of thermal operation of the heating furnace, which provide a specified quality of the final product with a minimum fuel consumption or maximum furnace productivity according to the given fuel consumption rate.
室内加热炉热工性能现代计算方法的发展
在制造企业中,实验通常被认为是寻找合理加热方式的途径。与实验方法不同,现代计算方法使用加热炉中物理和化学过程的数学模型。它可以减少研究的时间,减少资源密集。根据规定的准则,建立了合理的加热炉运行模式的数学模型。该模型考虑了被加热材料的孔隙率和炉内气氛在其中的流动。采用有限差分法和分区法计算复杂传热,对模型进行了数值实现。考虑燃烧产物的过滤,建立了热风炉加热散料笼热操作的数学模型。所建立的数学模型旨在寻找新的加热炉热运行模式,根据给定的燃料消耗率,以最小的燃料消耗或最大的炉子生产率提供规定质量的最终产品。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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