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存在滑移时两平行刚性圆盘间二阶流体的挤压流动(英文) 被引量:6

Squeeze Flow of A Second-Order Fluid Between Two Parallel Disks With Wall Slip
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摘要 两刚性圆盘间流体的挤压流动是一个基本的动力学模型 ,涉及到不少工程应用。二阶流体在剪切变形时会产生法向应力差 ,当存在滑移时 ,其压力分布及挤压力将会发生变化。该文以润滑理论为基础 ,采用小参数法研究了存在滑移时两刚性圆盘间二阶流体的挤压流动 ,导出了流体的速度和压力分布并进而求出挤压力的表达式。 Squeeze flow between two disks with a fluid is a classical model related to many applications. Unlike other fluids, shearing deformation in a second order fluid will produce normal stress differences, so this property together with wall slip mechanism will significantly affect the squeezing behaviors. Based on the lubrication theory, squeeze flow of a second order fluid between two parallel disks with wall slip was studied using the small parameter method, and analytical solutions for the pressure and the viscous force were obtained. Numerical plots show that wall slip has a significant effect on the pressure distribution and the resulting squeeze force, and both pressure and the force decrease linearly with the increment of the slip parameter.
出处 《农业工程学报》 EI CAS CSCD 北大核心 2002年第5期19-22,共4页 Transactions of the Chinese Society of Agricultural Engineering
基金 National Natural Science Foundation of China(1 9972 0 75)
关键词 滑移 平行刚性圆盘 二阶流体 挤压流动 非牛顿流体 小参数法 squeeze flow second order fluid Non Newtonian fluid small parameter method slip
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  • 1周德义,马成林,左春柽,张守勤.散粒农业物料孔口出流成拱的离散单元仿真[J].农业工程学报,1996,12(2):186-189. 被引量:20
  • 2[1]Bird R B, Armstrong R C, Hassager O. Dynamics of Polymeric Liquids[M]. New York: Wiley,1977,19-21.
  • 3[2]Scott J R. Theory and application of the parallel plate vi scometer[J]. Trans Ins Rubber Ind,1931,7(2):169-186.
  • 4[3]Davis A M J, Frenkel A L. Cylindrical liquid bridges squee zed betw een parallel plates: exact Stokes flow solutions and hydrodynamic forces[J]. Phys Fluids A,1992,4(6):1105-1109.
  • 5[4]Laun H M, Rady M, Hassager O. Analytical solutions for squ eeze flo w with partial wall slip[J]. Journal of Non-Newtonian Fluid Mechanics,1999 ,81(1-2):1-15.
  • 6[5]Adams M J, Edmondson B. Forces between particles in contin uous and discrete liquid media[A]. In: B J Briscoe, M J Adams Eds. Tribology in Part iculate Technology[C]. 1987,154-172.
  • 7[6]Rodin G J. Squeeze film between two spheres in a power-law fluid[ J]. Journal of Non-Newtonian Fluid Mechanics,1996,63(2-3): 141-152.
  • 8[7]Xu Y, Huang W, Lian G. On the normal viscous force between two col liding spheres with an interstitial power-law liquid[A]. In: Kishino Ed. Pow ders & Grains 2001(4th International Conference on Micromechanics of Granular Me dia)[C]. Lisse: Swets & Zeitlinger,2001,611-614.
  • 9[8]Lian G, Xu Y, Huang W, et al. On the squeeze flow of power-law fluid between rigid spheres[J]. Journal of Non-Newtonian Fluid Mechanics ,2001,100(2-3):151-164.
  • 10[9]Mooney M. Explicit formulae for slip and fluidity[J]. Journal of Rheology,1931,2(2):210-222.

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