离心分离器内空气-颗粒两相流的实验与数值研究

H. Kang, B. Zheng, C. Lin, M. Ebadian
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引用次数: 0

摘要

为获得最佳分离效率,对外径152.4 mm(6″)和内径76.2 mm(3″)的离心分离器内部速度分布进行了实验和数值研究。在分离器外表面钻两个12.7 mm(1/2英寸)的孔,测量分离器内的速度分布。测量了沿圆柱体表面切向速度和沿垂直方向轴向速度,并与数值模拟结果进行了比较。采用6060P皮托管探针测量速度分布。利用philips XL30扫描电子显微镜对收集盒中的粉尘样品(钢颗粒和粉尘的混合物)进行分析。使用FLUENT代码作为这个全三维问题的数值求解器。假定分离器内流体流动为稳定的不可压缩湍流。本研究采用标准k -ε模型。选择非均匀的非结构化网格来离散整个计算域。将近10万个单元用于分离整个分离器。在进气道平面上施加匀速剖面。在出口平面采用压力边界条件。实验结果与数值模拟结果的速度分布和分离效率比较表明,实验结果与估计数据吻合较好,误差在±10%以内。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Experimental and Numerical Investigation of Air-Particle Two-Phase Flow in Centrifugal Separator
The velocity distributions inside a centrifugal separator with outside and inside diameters of 152.4 mm (6″) and 76.2 mm (3″), respectively, have been investigated experimentally and numerically to obtain optimum separation efficiency. Two 12.7 mm (1/2-inch) holes were drilled on the external surface of the separator to measure the velocity distribution in the separator. Two direction velocities (tangential direction along the cylinder surface and axial along the vertical direction) were measured to compare with the numerical simulation results. A 6060P Pitot probe was employed to obtain the velocity distribution. The dust samples (a mixture of steel particle and dust) from the dust collection box were analyzed using a Phillips XL30 Scanning Electron Microscope. FLUENT code is used as the numerical solver for this fully three-dimensional problem. The fluid flow in the separator is assumed to be steady and incompressible turbulent flow. The standard k–ε model was employed in this study. Non-uniform, unstructured grids are chosen to discretize the entire computation domain. Almost 100,000 cells are used to discretize the whole separator. The constant velocity profile is imposed on the inlet plane. The pressure boundary condition is adopted at outlet plane. Comparing the velocity distribution and separation efficiency from the experiment and the numerical modeling shows that the experimental results and the estimated data agree fairly well and with a deviation within ±10%.
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