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首页> 外文期刊>Drying technology: An International Journal >A Model for Through Drying of Tissue Paper at Constant Pressure Drop and High Drying Intensity
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A Model for Through Drying of Tissue Paper at Constant Pressure Drop and High Drying Intensity

机译:恒压降高干燥强度的薄纸透干模型

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摘要

A mathematical model for through drying of paper at constant pressure drop was developed. The model is based on physical properties; hence, basis weight, pressure drop, drying air temperature, pore size distribution, initial gas fraction, and tortuosity are important input parameters to the model. The model was solved for different combinations of the variables basis weight, drying air temperature, and pressure drop corresponding to industrial conditions and the results were compared with data from bench-scale experiments. The simulations show that the drying rate curve is very sensitive to the air flow rate and that correctly modeling the correlation between pressure drop and air flow rate is the most important factor for a successful model for through drying. The model was tuned by adjusting the parameters initial gas fraction and tortuosity in order to give the best possible fit to experimental data. For a given basis weight and pressure drop, different drying air temperatures resulted in relatively constant values of the fitted parameters. This means that the model can well predict the effects of changes in drying air temperature based on a tuning of the model performed at the same basis weight and pressure drop. However, for a given basis weight, an increase in pressure drop yielded fitted parameters that were somewhat different; i.e., a lower initial gas fraction and a higher tortuosity, a change that increases the resistance to air flow. This implies that the correlation between pressure drop and air flow rate in the model does not quite capture the nonlinear relationship shown by the experiments.
机译:建立了在恒压降下通过纸张干燥的数学模型。该模型基于物理特性。因此,基重,压降,干燥空气温度,孔径分布,初始气体分数和曲折度是该模型的重要输入参数。对该模型进行了求解,以适应与工业条件相对应的变量定量,干燥空气温度和压降的不同组合,并将结果与​​实验室规模实验的数据进行比较。仿真表明,干燥速率曲线对空气流速非常敏感,正确建模压降和空气流速之间的关系是成功通过干燥的模型的最重要因素。通过调整初始气体分数和曲折度参数对模型进行调整,以使对实验数据的最佳拟合成为可能。对于给定的定量和压降,不同的干燥空气温度导致拟合参数的值相对恒定。这意味着,基于在相同单位面积重量和压降下进行的模型调整,该模型可以很好地预测干燥空气温度变化的影响。但是,对于给定的基重,压降的增加产生的拟合参数略有不同。即较低的初始气体分数和较高的曲折度,这种变化会增加对气流的阻力。这意味着模型中的压降和空气流速之间的相关性不能完全捕获实验所示的非线性关系。

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