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      KCI등재 SCIE SCOPUS

      Comparison of the rheological behavior of particulate suspensions in power-law and Newtonian fluids by combined improved smoothed profile-lattice Boltzmann methods

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      https://www.riss.kr/link?id=A107820571

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      다국어 초록 (Multilingual Abstract)

      In the present work, a numerical algorithm based on a combination of the lattice Boltzmann method (LBM) and the improved smoothed profile method (iSPM) has been proposed to study the motion of one, two and many circular particles in a non-Newtonian fl...

      In the present work, a numerical algorithm based on a combination of the lattice Boltzmann method (LBM) and the improved smoothed profile method (iSPM) has been proposed to study the motion of one, two and many circular particles in a non-Newtonian fluid. At first, the velocity profile of the non-Newtonian fluid at various power law indexes (n) was analyzed and the findings were compared with the numerical results of the previous works. Then, the motion of one circular cylinder and the hydrodynamic interactions between two particles in a shear flow were investigated. It was observed that Reshear,p had no important impact on the rotation of a single cylinder. In the two particles interaction, increasing the shear rate caused the particles to tumble on each other more closely and during a longer time. Therefore, the effective viscosity of a particulate suspension was considered for different Reynolds numbers and solid volume fractions, showing a satisfactory agreement with the previously published data. The results, therefore, showed that inertia increased the particles contribution to the effective viscosity of the suspension.

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      참고문헌 (Reference)

      1 Bell, B. C., "p-version least squares finite element formulation for two-dimensional, incompressible, non-Newtonian isothermal and non-isothermal fluid flow" 18 : 127-162, 1994

      2 Bharti, R. P., "Two-dimensional steady poiseuille flow of power-law fluids across a circular cylinder in a plane confined channel : wall effects and drag coefficients" 46 : 3820-3840, 2007

      3 Taylor, G. I., "The viscosity of a fluid containing small drops of another fluid" 138 : 41-48, 1932

      4 Batchelor, G. K., "The stress system in a suspension of forcefree particles" 41 : 545-570, 1970

      5 Feng, Z. G., "The immersed boundarylattice Boltzmann method for solving fluid-particles interaction problems" 195 : 602-628, 2004

      6 Succi, S., "The Lattice Boltzmann Equation for Fluid Dynamics and Beyond" Oxford University Press 2001

      7 Kulkarni, P. M., "Suspension properties at finite Reynolds number from simulated shear flow" 20 : 040602-, 2008

      8 Brady, "Stokesian dynamics" 20 : 111-157, 1988

      9 Luo, X., "Smoothed profile method for particulate flows : Error analysis and simulations" 228 : 1750-1769, 2009

      10 Nakayama, Y., "Simulation method to resolve hydrodynamic interactions in colloidal dispersions" 71 : 036707-, 2005

      1 Bell, B. C., "p-version least squares finite element formulation for two-dimensional, incompressible, non-Newtonian isothermal and non-isothermal fluid flow" 18 : 127-162, 1994

      2 Bharti, R. P., "Two-dimensional steady poiseuille flow of power-law fluids across a circular cylinder in a plane confined channel : wall effects and drag coefficients" 46 : 3820-3840, 2007

      3 Taylor, G. I., "The viscosity of a fluid containing small drops of another fluid" 138 : 41-48, 1932

      4 Batchelor, G. K., "The stress system in a suspension of forcefree particles" 41 : 545-570, 1970

      5 Feng, Z. G., "The immersed boundarylattice Boltzmann method for solving fluid-particles interaction problems" 195 : 602-628, 2004

      6 Succi, S., "The Lattice Boltzmann Equation for Fluid Dynamics and Beyond" Oxford University Press 2001

      7 Kulkarni, P. M., "Suspension properties at finite Reynolds number from simulated shear flow" 20 : 040602-, 2008

      8 Brady, "Stokesian dynamics" 20 : 111-157, 1988

      9 Luo, X., "Smoothed profile method for particulate flows : Error analysis and simulations" 228 : 1750-1769, 2009

      10 Nakayama, Y., "Simulation method to resolve hydrodynamic interactions in colloidal dispersions" 71 : 036707-, 2005

      11 Kromkamp, J., "Shear-induced self-diffusion and microstructure in non-Brownian suspensions at nonzero Reynolds numbers" 529 : 253-278, 2005

      12 Shakib-Manesh, A., "Shear stress in a Couette flow of liquid-particle suspensions" 107 : 67-84, 2002

      13 Pal, R., "Rheology of suspensions of solid particles in power-law fluids" 93 : 166-173, 2015

      14 Tao, S., "Numerical study on the sedimentation of single and multiple slippery particles in a Newtonian fluid" 315 : 126-138, 2017

      15 Ladd, A. J. C., "Numerical simulations of particulate suspensions via a discretized Boltzmann equation. Part 2. Numerical results" 271 : 311-339, 1994

      16 Ladd, A. J. C., "Numerical simulations of particulate suspensions via a discretized Boltzmann equation. Part 1. Theoretical foundation" 271 : 285-309, 1994

      17 Aharonov, E., "Non-Newtonian flow(through porous media) : A lattice-Boltzmann method" 20 : 679-682, 1993

      18 Delouei, A. A., "Non-Newtonian articulate flow simulation : A direct-forcing immersed boundary-lattice Boltzmann approach" 447 : 1-20, 2016

      19 Chai, Z., "Multiple-relaxationtime lattice Boltzmann model for generalized Newtonian fluid flows" 166 : 332-342, 2011

      20 Jafari, S., "Lattice-Boltzmann method combined with smoothed-profile method for particulate suspensions" 83 : 026702-, 2011

      21 Kromkamp, J., "Lattice Boltzmann simulation of 2D and 3D non-Brownian suspensions in Couette flow" 61 : 858-873, 2006

      22 Gabbanelli, S., "Lattice Boltzmann method for non-Newtonian (power-law) fluids" 72 : 046312-, 2005

      23 Qi, Z., "Lattice Boltzmann investigation of the wake effect on the interaction between particle and power-law fluid flow" 326 : 208-221, 2018

      24 Jahanshahi javaran, E., "Investigating the applicability of combined lattice Boltzmannsmoothed profile methods in particulate systems" 31 : 643-652, 2013

      25 Alghalibi, D., "Interface-resolved simulations of particle suspensions in Newtonian, shear thinning and shear thickening carrier fluids" 852 : 329-357, 2018

      26 Ghia, U., "High-Re solutions for incompressible flow using the Navier-Stokes equations and a multigrid method" 48 : 387-411, 1982

      27 Mendu, S. S., "Flow of power-law fluids in a cavity driven by the motion of two facing lids - A simulation by lattice Boltzmann method" 175-176 : 10-24, 2012

      28 Mino, Y., "Effect of internal mass in the lattice Boltzmann simulation of moving solid bodies by the smoothed-profile method" 95 : 043309-, 2017

      29 Yun, B. M., "Computational modelling of flow through prosthetic heart valves using the entropic lattice-Boltzmann method" 743 : 170-201, 2014

      30 Chhabra, R.P., "Bubbles, Drops, and Particles in Non-Newtonian fluids" CRC Taylor & Francis 2007

      31 Chevalier, T., "Breaking of non-Newtonian character in flows through a porous medium" 89 : 023002-, 2014

      32 Einstein, A., "A new determination of molecular dimensions" 19 : 289-306, 1906

      33 Krieger, I. M., "A mechanism for nonNewtonian flow in suspensions of rigid spheres" 3 : 137-152, 1959

      34 Wang, C. H., "A lattice Boltzmann approach for the non-Newtonian effect in the blood flow" 62 : 75-86, 2011

      35 Krieger, I. M., "A dimensional approach to colloid rheology" 7 : 101-109, 1963

      36 Neofytou, P., "A 3rd order upwind finite volume method for generalised Newtonian fluid flows" 36 : 664-680, 2005

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      2020-01-01 평가 등재학술지 유지 (해외등재 학술지 평가) KCI등재
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