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Statistical techniques for correlating the shape and performance for new random packings.

机译:统计技术,用于将新的随机填料的形状和性能相关联。

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Separation processes are the heart of the chemical industry and are used for product purification. Distillation, absorption and stripping are some of the basic types of separation processes encountered in the industry. The operations are carried out in columns containing trays or packings. Packed columns have become popular in the industry because of the advantages associated with them. There are many types of packings available in the market and research is on going to find better packings. In the present study, we deal exclusively with random packings.; The existing models calculate the mass transfer efficiency and other performance parameters depending on the properties of the fluids being handled, the geometrical area, porosity and the shape of the random packing. The shape of the packing is generally characterized using a packing specific shape constant. Though these models cover a wide variety of random packings, one cannot predict the performance of newly developed packing elements without experimentation. In this work, we investigate the relation between the performance and the shape of the random packings.; Since geometric parameters like surface area and porosity do not define the shape of the packing uniquely, we attempt to define the shape of the packing using the porosity distribution characteristics. The porosity distribution was computed using an algorithm developed for packing random packings. Higher order statistics were used to define the porosity distribution and Partial Least Squares (PLS) modeling was used to develop a linear relationship between the shape defining parameters and the performance characteristics of random packings. New packings were developed by selecting various shapes available in geometry and the mass transfer efficiency and pressure drop were predicted for these packings using the model.
机译:分离过程是化学工业的心脏,用于产品纯化。蒸馏,吸收和汽提是工业中遇到的一些基本分离方法。该操作在装有塔盘或填料的塔中进行。填充柱由于具有相关优势而在行业中变得很流行。市场上有许多类型的包装,并且研究正在寻找更好的包装。在本研究中,我们专门处理随机包装。现有模型根据所处理流体的特性,几何面积,孔隙率和无规填料的形状来计算传质效率和其他性能参数。填充物的形状通常使用填充物的特定形状常数来表征。尽管这些模型涵盖了各种各样的随机填充物,但是如果没有进行实验,就无法预测新开发的填充物的性能。在这项工作中,我们研究了无规填料的性能和形状之间的关系。由于诸如表面积和孔隙率之类的几何参数不能唯一地定义填料的形状,因此我们尝试使用孔隙率分布特征来定义填料的形状。孔隙率分布是使用为随机填料堆积而开发的算法计算的。使用高阶统计量定义孔隙度分布,使用偏最小二乘(PLS)建模建立形状定义参数与无规填料性能特征之间的线性关系。通过选择各种可用的几何形状来开发新的填料,并使用该模型预测了这些填料的传质效率和压降。

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