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Modelling of water removal during a paper vacuum dewatering process using a Level-Set method

机译:使用Level-Set方法对纸张真空脱水过程中的水分去除进行建模

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摘要

Water removal in paper manufacturing is an energy-intensive process. The dewatering process generally consists of four stages of which the first three stages include mechanical water removal through gravity filtration, vacuum dewatering and wet pressing. In the fourth stage, water is removed thermally, which is the most expensive stage in terms of energy use. In order to analyse water removal during a vacuum dewatering process, a numerical model was created by using a Level-Set method. Various different 2D structures of the paper model were created in MATLAB code with randomly positioned circular fibres with identical orientation. The model considers the influence of the forming fabric which supports the paper sheet during the dewatering process, by using volume forces to represent flow resistance in the momentum equation. The models were used to estimate the dry content of the porous structure for various dwell times. The relation between dry content and dwell time was compared to laboratory data for paper sheets with basis weights of 20 and 50 g/m2 exposed to vacuum levels between 20 kPa and 60 kPa. The comparison showed reasonable results for dewatering and air flow rates. The random positioning of the fibres influences the dewatering rate slightly. In order to achieve more accurate comparisons, the random orientation of the fibres needs to be considered, as well as the deformation and displacement of the fibres during the dewatering process.
机译:造纸过程中的除水是耗能的过程。脱水过程通常包括四个阶段,其中前三个阶段包括通过重力过滤,真空脱水和湿压进行机械除水。在第四阶段,将水进行热去除,这在能源使用方面是最昂贵的阶段。为了分析真空脱水过程中的水分去除,通过使用Level-Set方法创建了一个数值模型。纸模型的各种不同2D结构都是用MATLAB代码创建的,它们具有相同方向的随机放置的圆形纤维。该模型通过在体积动量方程中使用体积力来表示流动阻力,从而考虑了在脱水过程中支撑纸张的成型织物的影响。该模型用于估计在不同停留时间下多孔结构的干含量。将干含量和保压时间之间的关系与定量为20和50 g / m2且暴露在20 kPa和60 kPa真空水平下的纸张的实验室数据进行了比较。对比显示了脱水和空气流速的合理结果。纤维的随机定位会稍微影响脱水速率。为了获得更准确的比较,需要考虑纤维的随机取向,以及脱水过程中纤维的变形和位移。

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