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Mathematical modeling of drying of potato slices in a forced convective dryer based on important parameters

机译:基于重要参数的强制对流干燥机中马铃薯切片干燥的数学模型

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AbstractThe effect of air temperature, air velocity, and sample shapes (circle and square with the same cross-sectional area) on kinetic drying of potato slices in a tunnel dryer was investigated experimentally and a suitable drying model was developed. The experiments of drying of potato slices were conducted at an air temperature of 45–70°C with an air velocity 1.60 and 1.81 m sec−1. Results showed that drying temperature was the most effective parameter in the drying rate. The influence of air velocity was more profound in low temperature. The time for drying square slices was lower compared to the circle ones. Furthermore, drying data were fitted to different empirical models. Among the models, Midilli–Kucuk was the best to explain the single layer drying of potato slices. The parameters of this model were determined as functions of air velocity and temperature by multiple regression analysis for circle and square slices. Various statistical parameters were examined for evaluating the model.
机译:摘要实验研究了温度,风速和样品形状(具有相同横截面积的圆形和正方形)对隧道式干燥机中马铃薯切片的动态干燥的影响,并开发了合适​​的干燥模型。马铃薯切片的干燥实验是在45-70°C的空气温度,1.60和1.81msec -1 的空气速度下进行的。结果表明,干燥温度是干燥速率中最有效的参数。在低温下,风速的影响更为明显。与圆形纸相比,方形纸的干燥时间要短。此外,干燥数据适合不同的经验模型。在这些模型中,Midilli–Kucuk是解释马铃薯切片单层干燥的最佳方法。通过对圆形和正方形切片进行多元回归分析,确定该模型的参数作为空气速度和温度的函数。检查了各种统计参数以评估模型。

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