The superposition of steady on oscillatory shear and its effect on the viscoelasticity of human blood and A blood-like model fluid

Biorheology

Volumn 34, Issue 1, 1997, Pages 19-36

  Vlastos, G ^a   Lerche, D ^b   Koch, B ^b  

^a CHARITÉ UNIVERSITÄTSMEDIZIN BERLIN   (Germany)

^b LUM GmbH   (Germany)

Author keywords

blood; blood like model fluid; polyacrylamide; superposition; viscoelasticity

Indexed keywords

ARTICLE; BLOOD; HUMAN; HUMAN CELL; MODEL; VISCOELASTICITY;

EID: 0030989706     PISSN: 0006355X     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0006-355X(97)00002-4     Document Type: Article

References (44)

1. BOOIJ, H.C. (1966a). Influence of superimposed steady shear flow on the dynamic properties of non-Newtonian fluids. I. Measurements of non-Newtonian solutions. Rheol. Acta 5, 215-221.
2. BOOIJ, H.C. (1966b). Influence of superimposed steady shear flow on the dynamic properties of non-Newtonian fluids. II. Theoretical approach based on the Oldroyd theory. Rheol. Acta 5, 222-227.
3. BROOKSHIER, K.K., and TARBELL, J.M. (1991). Effect of hematocrit on wall shear rate in oscillatory flow: do the elastic properties of blood play a role? Biorheology 28, 569-587.
4. BROOKSHIER, K.A., and TARBELL, J.M. (1993). Evaluation of a transparent blood analog fluid: aqueous xanthan gum/glycerin. Biorheology 30, 107-116.
5. CARREAU, P.J. (1972). Rheological equations from molecular network theories. Trans. Soc. Rheol. 16, 99-127.
6. CHIEN, S. (1970). Shear dependence of effective cell volume as a determinant of blood rheology. Science 168, 977-979.
7. CHIEN, S., KING, R. G., SKALAK, R., USAMI, S. and COPLEY, A. L. (1975). Viscoelastic properties of human blood and red cell suspensions. Biorheology 12, 341-346.
8. COKELET, G.R. (1980). Rheology and hemodynamics. Ann. Rev. Physiol. 42, 311-324.
9. COPLEY, A.L., KING, R.G., CHIEN, S., USAMI, S., SKALAK, R., and HUANG, C.R. (1975). Microscopic observations of viscoelasticity of human blood in steady and oscillatory shear. Biorheology 12, 257-263.
10. DEALY, J.M., and WISSBRUN, K.F. (1990). Melt Rheology and its Role in Plastics Processing. Van Norstrand Reinhold, New York. 663 pp.
11. FUKADA, E., SEAMAN, G.V.F., LIEPSCH, D., LEE, M., and FRIIS-BAASTAD, L. (1989). Blood modeling using polystyrene microspheres. Biorheology 26, 401-413.
12. GAETHGENS, P., PRIES, A.R., and LEY, K. (1987). Structural hemodynamic and rheological characteristics of blood flow in the circulation. In: Clinical Hemorheology. S. Chien, J. Dormandy, E. Ernst and A. Matrai, Eds., Martinus Nijhoff Publishers, Dordrecht, pp. 97-124.
13. INTAGLIETTA, M., RICHARDSON, D.R., and TOMPKINS, W.R. (1971). Blood pressure, flow and elastic properties in microvessels of cat omentum. Am. J. Physiol. 221, 922-928.
14. ISAYEV, A.I., and WONG, C.M. (1988). Parallel superposition of small- and large-amplitude oscillations upon steady shear flow of polymer fluids. J. Polym. Sci. Pol. Phys. 26, 2303-2327.
15. LAUFER, Z., JALINK, H.L., and STAVERMAN, A.J. (1975). Dynamic properties of some polymer solutions subjected to a steady shear superimposed on an oscillatory shear flow. I. Experimental results. Rheol. Acta 14, 641-649.
16. LERCHE, D., KOCH, B., and VLASTOS, G. (1993a). Flow behaviour of blood. Rheology 3, 105-112.
17. LERCHE, D., VLASTOS, G., KOCH, B., POHL, M., and AFFELD, K. (1993b). Viscoelastic behaviour of human blood and polyacrylamide model fluids for heart valve testing. J. Phys. III France 3, 1283-1289.
18. LIEPSCH, D., and MORAVEC, S. (1984). Pulsatile flow of Non-Newtonian fluid in distensible models of human arteries. Biorheology 21, 571-586.
19. LIEPSCH, D., THURSTON, G.B., and LEE, M. (1991). Studies of fluids simulating blood-like rheological properties and applications in models of arterial branches. Biorheology 28, 39-52.
20. MANN, D.E., and TARBELL, J.M. (1990). Flow of non-Newtonian blood analog fluids in rigid curved and straight artery models. Biorheology 27, 711-733.
21. MASI, P., NICODEMO, L., NICOLAIS, L., and TAGLIALATELA, G. (1984). Viscosity of glass bead suspensions in parallel superimposed flows. Rheol. Acta 23, 324-326.
22. OKA, S. (1981). Cardiovascular Hemorheology. Cambridge University Press, Cambridge. 208 pp.
23. OSAKI, K., TAMURA, M., KURATA, M., and KOTAKA, T. (1965). Complex modulus of concentrated polymer solutions in steady shear. J. Phys. Chem. 69, 4183-4191.
24. POHL, M., WENDT, M.O., WERNER, S., KOCH, B., and LERCHE, D. (1996). In vitro testing of artificial heart valves: comparison between Newtonian and non-Newtonian fluids. Artif. Organs 20, 37-46.
25. QUEMADA, D. (1978a). Rheology of concentrated disperse systems. II. A model for non-Newtonian shear viscosity in steady flows. Rheol. Acta 17, 632-642.
26. QUEMADA, D. (1978b). Rheology of concentrated disperse systems. III. General features of the proposed non-Newtonian model. Comparison with experimental data. Rheol. Acta 17, 643-653.
27. RIHA, P., and STOLZ, J.F. (1996). Flow oscillations as a natural factor of reduction of the effect of RBC aggregation on blood flow. Clin. Hemorheol. 16, 43-48.
28. SHARP, M.K., THURSTON, G.B., and MOORE, J.E. (1996). The effect of blood viscoelasticity on pulsatile flow in stationary and axially moving tubes. Biorheology 33, 185-208.
29. SCHNEDITZ, D., RIBITSCH, V., and KENNER, T. (1985). Rheological discrimination between native, rigid and aggregated red blood cells in oscillatory flow. Biorheology 22, 209-219.
30. TANNER, R.I., and SIMMONS, J.M. (1967). Combined simple and sinusoidal shearing in elastic liquids. Chem. Eng. Sci. 22, 1803-1815.
31. TANNER, R.I., and WILLIAMS, G. (1971). On the orthogonal superposition of simple shearing and small-strain oscillatory motions. Rheol. Acta 10, 528-538.
32. THURSTON, G.B. (1973). Frequency and shear rate dependence of viscoelasticity of human blood. Biorheology 10, 375-381.
33. THURSTON, G.B. (1975). Elastic effects in pulsatile blood flow. Microvasc. Res. 9, 145-157.
34. THURSTON, G.B. (1979). Rheological parameters for the viscosity viscoelasticity and thixotropy of blood. Biorheology 16, 149-162.
35. THURSTON, G.B. (1981). Shear rate dependence of the viscoelasticity of polymer solutions. I. Theoretical model. J. Non-Newtonian Fluid Mech. 9, 57-68.
36. THURSTON, G.B. (1989). Plasma release-cell layering theory for blood flow. Biorheology 26, 199-214.
37. THURSTON, G.B. (1990). Rheological analogs for human blood in large vessels. In: Biofluid Mechanics. Blood flow in large vessels. D. Liepsch, Ed., Springer Verlag, Berlin, pp. 367-374.
38. THURSTON, G.B. (1994). Non-Newtonian viscosity of human blood: Flow-induced changes in microstructure. Biorheology 31, 179-192.
39. VLASTOS, G., KOCH, B., LERCHE, D., and POHL, M. (1992). Polymer solutions as model fluids for the non-Newtonian behaviour of blood. In: Theoretical and Applied Rheology, Vol. 2. P. Moldenaers and R. Keunings, Eds., Elsevier, Amsterdam, pp. 747-749.
40. VLASTOS, G., LERCHE, D., and KOCH, B. (1994). Viscoelastic behaviour of human blood and blood-like model fluids with emphasis on low oscillatory shear rates. In: Progress and Trends in Rheology IV, C. Gallegos, Ed., Steinkopff Verlag, Darmstadt, pp. 32-34.
41. VLASTOS, G., LERCHE, D., KOCH, B., SAMBA, O., and POHL, M. (1997). The effect of parallel combined steady and oscillatory shear flows on blood and polymer solutions. Rheol. Acta, in press.
42. WALITZA, E., ANADERE, I., CHMIEL, H., and WITTE, S. (1988). Evaluation of viscoelasticity measurements of human blood. Biorheology 25, 209-217.
43. WERNER, S., WENDT, M.O., SCHICHL, K., POHL, M., and KOCH, B. (1994). Testing of the hydrodynamic properties of artificial heart valves with a new test apparatus. Biomed. Technik. 39, 204-210.
44. WIEDERHIELM, C.A., WOODBURY, J.W., KIRK, S., and RUSHMER, R.F. (1964). Pulsatile pressure in the microcirculation of frog's mesentery. Am. J. Physiol. 207, 173-176.