海带结的太阳能-热泵联合干燥特性及动力学模型

Yang Li, Z. Hu, Yongguang Hu, F. Ge, Hongzhi Cai
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引用次数: 0

摘要

为了控制材料的整个干燥过程,了解材料在干燥过程中的水分比例至关重要。为了确定太阳能热泵联合干燥过程中海带结的水分变化规律,本研究分析了不同干燥温度、风速和负载能力对干燥速率的影响;同时,选取三种常用的干燥动力学模型进行比较,了解它们在太阳能热泵联合干燥海带结中的适用性。进一步,确定了模型系数,得到了最优模型。结果表明:干燥温度、风速和负载能力对海带结的干燥速率有显著影响,并与之显著相关(P<0.05);在不同的干燥条件下,干燥速率在早期始终较高,在后期逐渐降低并趋于平缓。对干燥动力学模型进行拟合后发现,在实验数据中,回归系数(R2)在Verma模型中最大,误差平方和(SSE)和均方根误差(RMSE)较低。这表明Verma模型可以准确地表达和预测太阳能热泵联合干燥过程中海带结中水分的变化规律。根据Fick的第二扩散定律,有效扩散系数Deff随着干燥温度和风速的增加而增加,并且随着负载能力的增加而减小。
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The Solar-Heat Pump Combined Drying Characteristics and Dynamic Model of Kelp Knots
For controlling the entire drying process of a material, it is crucial to understand the moisture ratio of the material in the drying process. In order to ascertain the moisture change rules of kelp knots in the solar-heat pump combined drying process, an analysis was made on the impacts of different drying temperatures, wind speeds and loading capacities on the drying rate in this research; meanwhile, three common drying dynamic models were selected and compared to know their applicability to the solar-heat pump combined drying of kelp knots. Further, the model coefficient was determined and the optimal model was obtained. The results reveal as follows: drying temperature, wind speed and loading capacity have significant impact on and significant correlation (P<0.05) with the drying rate of kelp knots; under different drying conditions, the drying rate is always high in the early stage, lowered and gradually moderate in the later stage. After fitting the drying dynamic model, it is found that among the experimental data, regression coefficient (R2) is the largest in the Verma model, and the sum of squares for error (SSE) and root mean square error (RMSE) are low. This indicates that the Verma model can be used to accurately express and predict the change rules of moisture in kelp knots during the solar-heat pump combined drying. According to Fick's second diffusion law, the effective diffusion coefficient Deff increases with the increase in drying temperature and wind speed, and decreases with the increase in loading capacity.
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