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首页> 外文期刊>Drying technology: An International Journal >Coupling CFD and Diffusion Models for Analyzing the Convective Drying Behavior of a Single Rice Kernel
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Coupling CFD and Diffusion Models for Analyzing the Convective Drying Behavior of a Single Rice Kernel

机译:CFD和扩散模型的耦合用于分析单个稻仁对流干燥行为

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摘要

The drying behavior of a single rice kernel subjected to convective drying was analyzed numerically by solving heat and moisture transfer equations using a coupled computational fluid dynamics (CFD) and diffusion model. The transfer coefficients were computed simultaneously with the external flow field and the internal diffusive field of the grain. The model was validated using results of a thin-layer drying experiments from the literature. The effects of velocity and temperature of the drying air on the rice kernel were analyzed. It was found that the air temperature was the major variable that affected the drying rate of the rice kernel. The initial drying rates (in first 20min) were 7, 12, and 19% per hour at inlet air temperatures of 30, 45, and 60°G, respectively. Important temperature gradients within the grain existed only in the first few minutes of the drying process. The moisture content gradients reached a maximum value of 11.7% (db) mm~(-1) at approximately 45min along the short axis in the thickness direction. The variation in the inlet air velocity showed a minor effect on the drying rate of the rice kernel. The heat and mass transfer coefficients varied from 16.57 to 203.46 W·m~(-2)·K~(-1) and from 0.0160 to 0.1959 m·s~(-1), respectively. The importance of the computation of the transfer coefficients with the heat and mass transfer model is demonstrated.
机译:通过使用耦合的计算流体动力学(CFD)和扩散模型求解热和水分传递方程,对经过对流干燥的单个稻仁的干燥行为进行了数值分析。传递系数与谷物的外部流场和内部扩散场同时计算。使用来自文献的薄层干燥实验的结果验证了该模型。分析了干燥空气的速度和温度对稻谷的影响。研究发现,气温是影响稻米干燥速率的主要变量。入口空气温度分别为30、45和60°G时,最初的干燥速度(前20分钟)为每小时7%,12%和19%。谷物中重要的温度梯度仅在干燥过程的前几分钟存在。沿着厚度方向的短轴在大约45分钟时,水分含量梯度达到最大值11.7%(db)mm〜(-1)。进气速度的变化对米粒的干燥速率显示出较小的影响。传热和传质系数分别为16.57至203.46 W·m〜(-2)·K〜(-1)和0.0160至0.1959 m·s〜(-1)。证明了利用传热传质模型计算传热系数的重要性。

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