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Application of Gas Dynamics Principles to Pneumatic Conveying of Suspensions

机译:气体动力学原理在悬架气动输送中的应用

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摘要

The concepts of Generalised Steady One-Dimensional Flow are used to analyse the flow of gas-solids suspensions in pneumatic conveying pipes. The suspension flow is described in terms of equations of conservation of mass, momentum and energy, and auxiliary equations such as the ideal gas equation of state. The first-order linear differential equations, written in terms of 'Influence Coefficients' and 'Driving Potentials', are solved simultaneously. This approach enables identification and quantitative determination of factors influencing different flow variables. Parametric results are presented for different suspension flows. A dilute suspension, in particular, can be treated as an ideal gas with modified properties in which compressibility effects are heightened due to the presence of particles. The technique is validated against experimental data obtained from pneumatic conveying of soda ash and corvic vinyl in horizontal pipes. The agreement is fairly good, despite questionable accuracy of the assumed initial conditions. The method is also used to generate realistic pneumatic conveying characteristics (PCCs). It is possible to extend the analysis to pneumatic conveying in vertical pipes by adding the gravity term and perhaps to pipes with bends by including 'Impulse Function' in the list of variables investigated.
机译:广义稳态一维流的概念用于分析气力输送管道中气固悬浮液的流动。根据质量,动量和能量守恒方程以及辅助方程(例如,理想的气体状态方程)来描述悬浮液。一阶线性微分方程,用“影响系数”和“驱动势”来表示,可以同时求解。这种方法可以识别和定量确定影响不同流量变量的因素。给出了不同悬架流量的参数结果。特别地,稀悬浮液可以被视为具有改进性质的理想气体,其中由于存在颗粒而提高了可压缩性。该技术已通过在水平管道中气动输送纯碱和乙烯基乙烯获得的实验数据进行了验证。尽管假定的初始条件的准确性令人怀疑,但协议还是相当不错的。该方法还用于生成逼真的气动输送特性(PCC)。通过添加重力项,可以将分析扩展到垂直管道中的气动输送,也可以通过在所研究的变量列表中包含“脉冲函数”,将分析扩展到弯管。

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