球形颗粒床中辐射传热的计算方法

А.И. Малиновский
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引用次数: 0

摘要

提出了一种在离散元法(DEM)模拟中实现外(粒子对壁)和粒子对粒子辐射传热的新技术。它基于这样一种思想,即预期的视因子值取决于相关的局部床层参数(颗粒之间的距离、颗粒半径比和局部床层孔隙度)。通过该公式计算平均视点因子比直接就地积分所需的计算量要少得多,当这种情况发生时,可以提供与直接计算相当的合理平均值和总体精度。考虑了单分散和多分散的球形不透明颗粒混合物。结果表明,使用无量纲参数,可以引入外辐射热通量的简单一般依赖关系。采用指数拟合和线性拟合的方法估计粒子-粒子辐射热流密度。对所得公式进行了各种床层孔隙度的推广。发现了在一定距离内粒子间累积传递热通量的分布,并提出了关于选择该参数以达到所需精度的建议。根据多孔材料中粒子发射率与辐射热通量的经验关系,提出了粒子发射率的计算方法。该方法满足了成为DEM中辐射传热计算标准实现的所有要求。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Method for calculation of radiative heat transfer in beds of spherical particles
A new technique for implementing external (particle-to-wall) and particle-to-particle radiative heat transfer in discrete elements method (DEM) simulations is proposed. It is based on the idea that an expected view factor value depends on relevant local bed parameters (distance between particles, particle radius ratio, and local bed porosity). Calculation of average view factors via the formula requires considerably less computational effort than direct in situ integration, when this happens a reasonable average value and an overall accuracy comparable to direct calculation are provided. Both mono- and polydisperse mixtures of spherical opaque particles were considered. It was shown that using nondimensional parameters, a simple general dependence for an external radiative heat flux may be introduced. Exponential and linear fits were proposed for estimating the particle-particle radiative heat flux. The generalization of the obtained formulas for various bed porosities is proposed. The distribution of cumulative transferred heat flux across the particles up to a certain distance was found, and the recommendations regarding the choice of that parameter to achieve a desired accuracy were formulated. Also, the method to account for the particle emissivity was proposed on the basis of the empirical dependence between emissivity and radiative heat flux in porous materials. The proposed method satisfies all the requirements to become a standard implementation of radiative heat transfer calculation in DEM.
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