首页> 外文期刊>Journal of engineering physics and thermophysics >ENGINEERING METHODS OF CALCULATION OF DIFFERENT REGIMES OF HEATING OF THERMALLY MASSIVE OBJECTS IN METALLURGICAL HEAT TECHNOLOGIES UNDER COUNTERCURRENT CONDITIONS. 1. STATE OF THE PROBLEM. CONVECTIVE HEATING
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ENGINEERING METHODS OF CALCULATION OF DIFFERENT REGIMES OF HEATING OF THERMALLY MASSIVE OBJECTS IN METALLURGICAL HEAT TECHNOLOGIES UNDER COUNTERCURRENT CONDITIONS. 1. STATE OF THE PROBLEM. CONVECTIVE HEATING

机译:在逆流条件下计算冶金热技术中热质量物体的不同加热方式的工程方法。 1.问题状态。对流加热

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Introduction. Heat exchange of parts of a solid body and a gas, moving in opposition, is widespread in industry and primarily in metallurgy. Cases of such heat exchange include heating of a charge in blast furnaces and of metal billets in continuous furnaces, cooling of pellets in stack-type coolers, dry quenching of coke, etc. Countercurrent processes of heat transfer are studied with different degrees of accuracy in [1-5]. Engineering computational procedures are most frequently based on the following simplifying assumptions [2]: (1) particles in the bed are considered as thermally thin insulated bodies; (2) heat exchange in the bed follows the Newton law (convection); (3) heat loss to the ambient medium is negligibly small; (4) there are no internal heat sources and sinks in the material heated; (5) heat transfer by conduction is disregarded. All five hypotheses are quite justified in countercurrent heat exchange in a dense bed of finely divided materials. In all other cases they can cause substantial errors, in particular, in thermal calculations of heating of a metal in continuous furnaces.
机译:介绍。固体和气体各部分的热交换,以相反的方向运动,在工业上和冶金学中很普遍。这种热交换的情况包括高炉中的装料加热和连续炉中的金属坯加热,烟囱式冷却器中的球团冷却,焦炭的干式淬火等。研究了不同精度的逆流传热过程。 [1-5]。工程计算程序最经常基于以下简化假设[2]:(1)床中的颗粒被视为热绝缘薄体; (2)床内的热交换遵循牛顿定律(对流); (3)对环境介质的热损失很小。 (4)被加热的物料没有内部热源和散热片; (5)忽略了通过传导的热传递。这五个假设在由细碎材料组成的密集床层中进行逆流热交换时,都是很合理的。在所有其他情况下,它们都可能导致严重的误差,特别是在连续炉中加热金属的热量计算中。

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