Processing the Couette viscometry data using a Bingham approximation in shear rate calculation

Journal of Non-Newtonian Fluid Mechanics

Volumn 154, Issue 1, 2008, Pages 31-38

  Estellé, Patrice ^a   Lanos, Christophe ^a   Perrot, Arnaud ^b  

^a LGCGM   (France)

^b UNIVERSITÉ DE BRETAGNE SUD   (France)

Author keywords

Bingham model; Couette viscometer; Rheometry; Shear flow

Indexed keywords

NON NEWTONIAN FLOW; RHEOMETERS; SHEAR DEFORMATION; VISCOSITY MEASUREMENT; YIELD STRESS;

APPROXIMATION TECHNIQUES; AVERAGE SHEAR RATES; BINGHAM MODEL; COUETTE VISCOMETER; RHEOLOGICAL BEHAVIOUR; RHEOMETRY; ROTATIONAL VELOCITY; YIELD STRESS FLUIDS;

SHEAR FLOW;

EID: 47749139677     PISSN: 03770257     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jnnfm.2008.01.006     Document Type: Article

References (19)

1. Nguyen Q.D., and Boger DV. Characterization of yield stress fluids with concentric cylinder viscometers. Rheol. Acta 26 (1987) 508-515
2. Mooney M. Explicit formulas for slip and fluidity. J. Rheol. 2 (1931) 210-222
3. Moore F., and Davies L.J. The consistency of ceramics slip. Trans. Brit. Ceram. Soc. 55 (1956) 313-338
4. Krieger I.M., and Elrod H. Direct determination of the flow curves of non-Newtonian fluids. II. Shearing rate in the concentric cylinder viscometer. J. Appl. Phys. 24 2 (1953) 134-136
5. Krieger I.M. Shear rate in the Couette viscometer. J. Rheol. 12 1 (1968) 5-11
6. Yang T.M.T., and Krieger I.M. Comparison of methods for calculating shear rates in coaxial viscometers. J. Rheol. 22 (1978) 413-421
7. Darby R. Couette viscometer data reduction for materials with a yield stress. J. Rheol. 29 (1985) 369-378
8. Borgia A., and Spera F. Error analysis for reducing noisy wide-gap concentric cylinder rheometric data for nonlinear fluids: theory and applications. J. Rheol. 34 (1990) 117-135
9. Yeow Y.L., Woan C.K., and Pannie P.P.T. Solving the inverse problem of Couette viscometry by Tikhonov regularization. J. Rheol. 44 6 (2000) 1335-1351
10. Yeow Y.L., Wickramasinghe S.R., Leong Y.K., and Han B. Model-independent relationship between hematocrit, blood viscosity and yield stress derived from Couette viscometry data. Biotechnol. Prog. 18 (2002) 1068-1075
11. Leong Y.K., and Yeow Y.L. Obtaining the shear stress shear rate relationship and yield stress of liquid foods from Couette viscometry data. Rheol. Acta 42 (2003) 365-371
12. Ancey C. Solving the Couette inverse problem using a wavelet-vaguelette decomposition. J. Rheol. 49 2 (2005) 441-460
13. de Hoog F.R., and Anderssen R.S. Simple and accurate formulas for flow-curve recovery from Couette rheometer data. Appl. Rheol. 16 (2006) 321-328
14. Steffe J.F. Rheological Methods in Food Engineering Process. 2nd edition (1996), Freeman Press, East Lansing, USA
15. Barnes H.A., Hutton J.F., and Walters K. An Introduction to Rheology (1989), Elsevier Science Publishing Company Inc., New York
16. Whorlow R.W. Rheological Techniques. 2nd edition (1992), Ellis Horwood, New York
17. Martinez-Padilla L.P., and Rivera-Vargas C. Flow behavior of Mexican sauces using a vane-in-a-large cup rheometer. J. Food Eng. 72 (2006) 189-196
18. Joye D.D. Shear rate and viscosity corrections for a Casson fluid in cylindrical (Couette) geometries. J. Colloid Interf. Sci. 267 (2003) 204-210
19. Kelessidis V.C., and Maglione R. Modeling rheological behaviour of bentonite suspensions as Casson and Robertson-Stiff fluids using Newtonian and true shear rates in Couette viscometry. Powder Tech. 168 (2006) 134-147