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EXPERIMENTAL MODELING OF THE SETTLING DYNAMICS OF SOLID SPHERICAL PARTICLES DISPERSED IN A VISCOUS LIQUID

机译：粘性液体分散在粘性液体中的固体球形颗粒沉降动力学的实验建模

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1. Experimental verification of fractional history effects on the viscous dynamics of small spherical particles [J] . LEsperance D, Coimbra CFM, Trolinger JD, Experiments in Fluids: Experimental Methods and Their Applications to Fluid Flow . 2005,第1期

机译：分数历史记录对球形小颗粒粘性动力学影响的实验验证
2. Dynamics of particle settling and resuspension in viscous liquid films [J] . Murisic N., Pausader B., Peschka D., Journal of Fluid Mechanics . 2013,第Null期

机译：粘性液膜中颗粒沉降和重悬浮的动力学
3. APS -70th Annual Meeting of the APS Division of Fluid Dynamics- Event - Statistical model for the orientation of non-spherical particles settling in turbulence [J] . K. Gustavsson, J. Jucha, A. Naso, Bulletin of the American Physical Society . 2017,第14期

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4. Penetration Dynamics of Solid Particles into Liquids High-Speed Experimental Results and Modelling [C] . O.Verezub, G. Kaptay, T. Matsushita Hungarian Conference on Materials Science, Testing and Informatics . 2005

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5. Modeling of dispersed particle-liquid (solid-liquid) phase flow and applications to food processes. [D] . Kucuk, Sevcan. 2002

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6. Modelling viscous boundary layer dissipation effects in liquid surrounding individual solid nano and micro-particles in an ultrasonic field [O] . Derek Michael Forrester, Jinrui Huang, Valerie J. Pinfield -1

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7. Evaluating the Performance of the Mixture Model Coupled with High and Low Reynolds Turbulence Closures in the Numerical Description of Concentrated Solid-Liquid Flows of Settling Particles [O] . R. Silva, Fernando A. P. Garcia, Pedro M. Faia, 2015

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8. Fluid Dynamics of a Spherical Particle: Tabulation of Settling Velocity, Reynolds Number, Drag Coefficient, Relaxation Time, and Acceleration-Distance in Air and Water [R] . Fish, B. R., Wilkie, W. H. 1973

机译：球形粒子的流体动力学：空气和水中沉降速度，雷诺数，阻力系数，弛豫时间和加速度 - 距离的制表

EXPERIMENTAL MODELING OF THE SETTLING DYNAMICS OF SOLID SPHERICAL PARTICLES DISPERSED IN A VISCOUS LIQUID

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