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Experimental Investigations and Direct Numerical Simulations of Rigid Particles in Shear Flows of Newtonian and Complex Fluids

机译：牛顿和复杂液体剪力流动中刚性颗粒的实验研究与直接数值模拟

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作者
Sarabian, Mohammad.;
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作者单位

Ohio University.;

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授予单位 Ohio University.;
学科
学位 Ph.D.
年度 2020
页码 222 p.
总页数 222
原文格式 PDF
正文语种 eng
中图分类 AAI28107996;
关键词
Suspension; Migration; SBM; Sedimentation; EVP; IBM; Sphere drag;

机译：暂停;移民;SBM;沉降;EVP;IBM;球体阻力;

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1. Numerical simulations of the dynamics of a slippery particle in Newtonian and viscoelastic fluids subjected to shear and Poiseuille flows [J] . Trofa Marco, DAvino Gaetano, Hulsen Martien A., Journal of Non-Newtonian Fluid Mechanics . 2016,第Null期

机译：牛顿流体和粘弹性流体中剪切流和泊肃叶流动的光滑颗粒动力学的数值模拟
2. A DEM-DLM/FD method for direct numerical simulation of particulate flows: Sedimentation of polygonal isometric particles in a Newtonian fluid with collisions [J] . Anthony Wachs Computers & Fluids . 2009,第8期

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3. Numerical simulation of the motion of rigid particles in generalized Newtonian fluids using a hyper-viscosity method [J] . JOAO JANELA, ADELIA SEQUEIRA, FERNANDO CARAPAU WSEAS Transactions on Mathematics . 2006,第4期

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4. Direct numerical simulation of the lift-off of particles in plane Poiseuille flows of Newtonian and Oldroyd-B fluids [C] . N. A. Patankar, T. Ko, H. -G. Choi, ASME Fluids Engineering Division Meeting . 2001

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5. Numerical simulation of stratified flows and droplet deformation in two-dimensional shear flow of Newtonian and viscoelastic fluids. [D] . Chinyoka, Tirivanhu. 2004

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6. Direct Numerical Simulation of Fluid Flow and MassTransfer in Particle Clusters [O] . Jiangtao Lu, Elias A. J. F. Peters, *, -1

机译：流体流动和质量的直接数值模拟粒子簇中的转移
7. Numerical Analysis of Microstructure Formation of Particles in Magnetic Compound Fluids(Flow Behaviour and Applications of Complex Fluids Characterized by Non-Newtonian Viscosity or Functionality) [O] . Yasushi IDO, Takafumi INAGAKI 2009

机译：磁性化合物液中微观结构形成的数值分析（<非牛顿粘度或功能特征的复杂流体的流动性能和应用）

Experimental Investigations and Direct Numerical Simulations of Rigid Particles in Shear Flows of Newtonian and Complex Fluids

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