2023年 01期

基于离散元法的二元颗粒流剪切分离机理分析

Mechanism Analysis of Binary Particle Flow Shear Segregation Based on Discrete Element Method


摘要(Abstract):

为了解决颗粒分离的解释机制众多、尚未完全统一的问题,进一步揭示剪切分离更深刻的机制,采用开源软件LIGGGHTS构建三维离散元剪切模型,分析大颗粒周围的空间排列结构,探讨摩擦力、壁面、尺寸差异、惯性等因素对空间结构变化的影响。结果表明:大颗粒能够向上爬升是在2种机制共同作用下进行的;小颗粒群在竖直方向存在速度梯度,层与层的动量传递发生损耗;大颗粒的尺寸效应体现在对前上方小颗粒动量传递模式的改变,由此产生空隙;大颗粒前期靠挤压上升,空隙的产生是大颗粒上升的充分条件;大颗粒后期在后传递颗粒的旋转传动下,沿着小颗粒表面上升。

关键词(KeyWords): 致密颗粒流;颗粒分离;离散元法;剪切力

基金项目(Foundation): 国家自然科学基金项目(51776043)

作者(Author): 黄仕昭,郑麟,李玉秀,陈颖

DOI: 10.13349/j.cnki.jdxbn.20221104.001

参考文献(References):

[1] 陆坤权,刘寄星.颗粒物质:上[J].物理,2004,33(9):629-635.

[2] 陆坤权,刘寄星.颗粒物质:下[J].物理,2004,33(10):713-721.

[3] GRAY J M N T.Particle segregation in dense granular flows[J].Annual Review of Fluid Mechanics,2018,50(1):407-433.

[4] GILBERG D,STEINER K.Size segregation in compressible granular shear flows of binary particle systems[J].Granular Matter,2020,22(2):1-15.

[5] KUDROLLI A.Size separation in vibrated granular matter[J].Reports on Progress in Physics,2004,67(3):209-247.

[6] HONG D C,QUINN P V,LUDING S.Reverse Brazil nut pro-blem:competition between percolation and condensation[J].Physical Review Letters,2001,86(15):3423-3426.

[7] BREU A P J,ENSNER H M,KRUELLE C A,et al.Reversing the Brazil-nut effect:competition between percolation and condensation[J].Physical Review Letters,2003,90(1):014302.

[8] GUO Y,CURTIS J S.Discrete element method simulations for complex granular flows[J].Annual Review of Fluid Mechanics,2015,47(1):21-46.

[9] KHOLA N,WASSGREN C.Correlations for shear-induced percolation segregation in granular shear flows[J].Powder Technology,2016,288(3):441-452.

[10] CHAND R,MUNIANDY S V,WONG C S,et al.Discrete element method study of shear-driven granular segregation in a slowly rotating horizontal drum[J].Particuology,2017,32(3):89-94.

[11] LU G,MVLLER C R.Particle-shape induced radial segregation in rotating cylinders[J].Granular Matter,2020,22(2):1-14.

[12] ANHA B,THC A,WYH A,et al.DEM study of particle seg-regation in a rotating drum with internal diameter variations[J].Powder Technology,2021,378(19):430-440.

[13] KNIGHT J B,JAEGER H M,NAGEL S R.Vibration-induced size separation in granular media:the convection connection[J].Physical Review Letters,1993,70(24):3728-3731.

[14] SAVAGE S B,LUN C K K.Particle size segregation in inclined chute flow of dry cohesionless granular solids[J].Journal of Fluid Mechanics,1988,189:311-335.

[15] JING L,KWOK C,LEUNG Y.Micromechanical origin of particle size segregation[J].Physical Review Letters,2017,118(11):118001.

[16] TIRAPELLE M,VOLPATO S,SANTOMASO A C.Shear-induced particle segregation in binary mixtures:verification of a percolation theory[J].Particuology,2021,57(5):214-222.

[17] GOLICK L A,DANIELS K E.Mixing and segregation rates in sheared granular materials[J].Physical Review:E,2009,80(4):042301.

[18] MAY L,GOLICK L A,PHILLIPS K C,et al.Shear-driven size segregation of granular materials:modeling and experiment[J].Physical Review:E,2010,81(5):051301.

[19] 郑麟,莫松平,李玉秀,等.薄层剪切二元颗粒分离过程动力学特性分析[J].物理学报,2019,68(16):164703.

[20] 郑麟.二元剪切颗粒动力学行为研究[D].广州:广东工业大学,2019.