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首页> 外文期刊>Diffusion and Defect Data. Solid State Data, Part A. Defect and Diffusion Forum >Analysis of Nonlinear Heat Transfer in a Cylindrical Solid with Two-Step Exothermic Kinetics and Radiative Heat Loss
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Analysis of Nonlinear Heat Transfer in a Cylindrical Solid with Two-Step Exothermic Kinetics and Radiative Heat Loss

机译:两步放热动力学圆柱固体中非线性传热分析,辐射热损失

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This paper examines the problem of nonlinear heat transfer in a cylindrical solid of combustible materials with two-step exothermic kinetics and radiative heat loss to the ambient surrounding. The reactant diffusion and temperature dependent pre-exponential factors with respect to sensitized, Arrhenius, and bimolecular kinetics are taken into account in the model energy balanced equation. Both regular perturbation method and numerical shooting technique coupled with Runge-Kutta-Fehlberg iteration scheme are employed to tackle the nonlinear model problem. The effects of various thermophysical parameters on the reactive cylindrical solid temperature, Nusselt number and thermal stability are discussed quantitatively with the help of computational illustrations. It is found that radiative heat loss enhances thermal stability of the material while the two-step exothermic kinetics promotes the onset of thermal instability.
机译:本文研究了圆柱形固体中的非线性传热的问题,其具有两步放热动力学和环境周围环境的辐射热损失。 在模型能量平衡方程中考虑了相对于敏化,arrhenius和双分子动力学的反应性扩散和温度依赖性预指数因素。 采用常规扰动方法和数值射击技术与跳动库-Fehlberg迭代方案一起使用来解决非线性模型问题。 在计算说明的帮助下,定量讨论了各种热物理参数对反应性圆柱固体温度,露珠数和热稳定性的影响。 发现辐射热损失增强了材料的热稳定性,而两步放热动力学促进了热不稳定性的开始。

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