Viscosity corrections for concentrated suspension in capillary flow with wall slip

AIChE Journal

Volumn 56, Issue 6, 2010, Pages 1447-1455

  Wang, Z Y ^a   Lam, Y C ^a,b   Chen, X ^b   Joshi, S C ^a  

^a NANYANG TECHNOLOGICAL UNIVERSITY   (Singapore)

^b NANYANG TECHNOLOGICAL UNIVERSITY   (Singapore)

Author keywords

Concentrated suspension; Corrections; Particle migration; Viscosity; Wall slip

Indexed keywords

BLOOD VESSELS; CAPILLARY FLOW; NON NEWTONIAN FLOW; SHEAR DEFORMATION; VISCOMETERS; VISCOSITY; VISCOSITY MEASUREMENT;

BINDER SYSTEMS; CAPILLARY RHEOMETER; CONCENTRATED SUSPENSION; CORRECTIONS; EFFECTS OF TEMPERATURE; END EFFECTS; GLASS POWDER; NON-LINEARITY; NON-NEWTONIAN; NUMERICAL MODELS; PARTICLE CONCENTRATIONS; PARTICLE MIGRATION; POWER LAW INDEX; SHEAR RATES; SLIP MODEL; SLIP VELOCITY; VISCOSITY CORRECTION; WALL SHEAR STRESS; WALL SLIP;

SUSPENSIONS (FLUIDS);

EID: 84981229282     PISSN: 00011541     EISSN: 15475905     Source Type: Journal    
DOI: 10.1002/aic.12095     Document Type: Article

References (36)

1. Barnes HA. A review of the rheology of filled viscoelastic systems. In: Binding DM, Walters K, editors. Rheology Reviews. United Kingdom: British Society of Rheology, 2003:1-36.
2. Bagley EB. End correction in the capillary flow of polyethylene. J Appl Phys. 1957;28:624-627.
3. Laun HM, Schuch H. Transient elongational viscosities and drawability of polymer melts. J Rheol. 1989;33:119-175.
4. Hatzikiriakos SG, Dealy JM. Wall slip of molten high density polyethylenes. II. Capillary rheometer studies. J Rheol. 1992;36:703-741.
5. Macosko, CM. Rheology, Principles, Measurements, and Applications. VCH: New York, 1994.
6. Kalyon DM. Apparent slip and viscoplasticity of concentrated suspensions. J Rheol. 2005;49:641-640.
7. Vand V. Viscosity of solutions and suspensions. I. Theory. J Phys Chem. 1948;52:277-299.
8. Gadala-Maria F, Acrivos A. Shear-induced structure in a concentrated suspension of solids sphere. J Rheol. 1980;24:799-811.
9. Graham AL, Altobelli SA, Fukushima E, Mondy LA, Stephen TS. NMR Imaging of shear-induced diffusion and structure in concentrated suspensions undergoing Couette flow. J Rheol. 1991;35: 191-201.
10. Koh CJ, Hookham P, Leal LG. An experimental investigation of concentrated suspension flows in a rectangular channel. J Fluid Mech. 1994;266:1-31.
11. Jana S, Kapoor B, Acrivos A. Apparent wall-slip velocity coefficients in concentrated suspensions of noncolloidal particles. J Rheol. 1995;39:1123-1132.
12. Leighton D, Acrivos A. The shear-induced migration of particles in concentrated suspensions. J Fluid Mech. 1987;181:415-439.
13. Phillips RJ, Armstrong RC, Brown RA, Graham AL, Abbot JR. A constitutive equations for concentrated suspensions that accounts for shear-induced particle migration. Phys Fluids A. 1992;4:30-40.
14. Miller RM, Morris JF. Normal stress-driven migration and axial development in pressure-driven flow of concentrated suspensions. J Non-Newtonian Fluid Mech. 2006;135:149-165.
15. Mooney M. Explicit formula for slip and fluidity. J Rheol. 1931; 2:210-222.
16. Yilmazer U, Kalyon DM. Dilatancy of concentrated suspensions with Newtonian matrices. Polym Compos. 1991;12:226-232.
17. Kalyon D. Letter to the editor: comments on 'A new method of processing capillary viscometry data in the presence of wall slip'. J Rheol. 2003;47:337-348, 187-1088.
18. Oldroyd JC. The interpretation of observed pressure gradients in laminar flow of non-Newtonian liquids through tubes. Colloid Sci. 1949;4:333-342.
19. Jastrzebski ZD. Entrance effects and wall effects in an extrusion rheometer during the flow of concentrated suspensions. Ind Eng Chem Fund. 1967;6:445-454.
20. Martin PJ, Wilson DJ. A critical assessment of the Jastrzebski interface condition for the capillary flow of pastes, foams, and polymers. Chem Eng Sci. 2005;60:493-502.
21. Bird RB, Stewart WE, Lightfoot EN. Transport Phenomena. Wiley: New York, 1960.
22. Miller RM, Morris JF. Normal stress-driven migration and axial development in pressure-driven flow of concentrated suspensions. J non-Newtonian Fluid Mech. 2006;135:149-165.
23. Batchelor GK, Green JT. The determination of the bulk stress in a suspension of spherical particles and diffusion. J Fluid Mech. 1972;56:401-427.
24. Jeffrey DJ, Acrivos A. The rheological properties of suspensions of rigid particles. J AIChE. 1976;22:417-432.
25. Krieger IM. Rheology of monodisperse lattices. Adv Colloid Interface Sci. 1972;3:111-136.
26. Chen X, Lam YC, Tan KW, Chai JC, Yu SCM. Shear-induced particle migration modelling in a concentrated suspension flow. Model Simul Mater Sci. 2003;11:503-522.
27. Graham AL, Mammoli AA, Busch MB. Effects of demixing on suspension rheometry. Rheol Acta. 1998;37:139-150.
28. Chen X, Lam YC, Wang ZY, Tan KW. Determination of phenomenological constants of shear-induced particle migration model. Comp Mater Sci. 2004;30:223-229.
29. Wang ZY, Sunil JC, Lam YC, Chen X. End pressure corrections in capillary rheometry of concentrated suspensions. J Appl Polym Sci. 2009;114:1738-1745.
30. Barnes HA. A review of the wall slip (wall depletion) of polylmersolutions, emulsions and particle suspension in viscometers-its cause,-character, and cure. J Non-Newtonian Fluid Mech. 1995;56: 221-251.
31. Lam YC, Wang ZY, Chen X, Joshi SC. Wall slip of concentrated suspension melts in capillary flows. Powder Technol. 2007;177:162-169.
32. Tang HS, Kalyon DM. Time-dependent tube flow of compressible suspensions subject to pressure dependent wall slip: ramifications on development of flow instabilities. J Rheol. 2008;52:1069-1090.
33. Tang HS, Kalyon DM. Unsteady circular tube flow of compressible polymeric liquids subject to pressure-dependent wall slip. J Rheol. 2008;52:507-525.
34. Kalyon DM, Dalwadi D, Erol M, Birinci E, Tsenoglu C. Rheological behavior of concentrated suspensions as affected by the dynamics of the mixing process. Rheol Acta. 2006;45:641-658.
35. Kalika DS, Denn MM. Wall slip and extrudate distortion in linear low-density polyethylene. J Rheol. 1987;31:815-834.
36. Subia SR, Ingber MS, Mondy A, Altobelli SA, Graham AL. Modelling of concentrated suspensions using a continuum constitutive equation. J Fluid Mech. 1998;373:193-219.