Research Journal of Applied Sciences

Year: 2011
Volume: 6
Issue: 1
Page No. 76 - 80

Non-Newtonian Flow of Blood Through an Atherosclerotic Artery

Authors : SapnaRatan Shah

References

Caro, C.G., J.M. Fitz-Gerald and R.C. Schroter, 1971. Atheroma and arterial wall shear. Observation, correlation and proposal of a shear dependent mass transfer mechanism for atherogenesis. Proc. R. Soc. London B Biol. Sci., 177: 109-159.
PubMed  |  

Casson, N.A., 1959. Flow Equation for Pigment Oil Suspensions of the Printing Ink Type. In: Rheology of Disperse Systems, Mill, C.C. (Ed.). Pergamon Press, London, pp: 84-102.

Charm, S.E. and G.S. Kurland, 1965. Viscometry of human blood for shear rates of 0-100,000 s-1. Nature, 206: 617-629.
CrossRef  |  

Forrester, J.H. and D.F. Young, 1970. Flow through a converging-diverging tube and its implications in occlusive vascular disease-I. Theoretical development. J. Biomech., 3: 297-305.
CrossRef  |  PubMed  |  Direct Link  |  

Fry, D.L., 1972. Localizing Factors in Arteriosclerosis. In: Atherosclerosis and Coronary Heart Disease, Likoff, W., B.L. Segal and W. Jr. Insull (Eds.). Grune and Stratton, New York, pp: 85-104.

Haldar, K., 1985. Effects of the shape of stenosis on the resistance to blood flow through an artery. Bull. Mathe. Biol., 47: 545-550.
CrossRef  |  Direct Link  |  

Hershey, D. and S.J. Cho, 1966. Blood flow in ridig tubes: Thickness and slip velocity of plasma film at the wall. J. Appl. Physiol., 21: 27-32.
PubMed  |  

Hershey, D., R.E. Byrnes, R.L. Deddens and A.M. Roa, 1964. Blood rheology: Temperature dependence of the power law model. Paper Presented at A.I.Ch.E. Boston.

Jung, H., J.W. Choil and C.G. Park, 2004. Asymmetric flows of non-Newtonian fluids in symmetric stenosed artey. Korea Aust. Rheol. J., 16: 101-108.
Direct Link  |  

Kirkeeide, R.L. and D.F. Young, 1977. Wall vibrations induced by flow through simulated stenoses in models and arteries. J. Biomech., 10: 431-437.
CrossRef  |  

LaBarbera, M., 1990. Principles of design of fluid transport systems in zoology. Science, 249: 992-1000.
PubMed  |  

Lee, J.S., 1974. On the coupling and detection of motion between an artery with a localized lesion and its surrounding tissue. J. Biomech., 7: 403-409.
CrossRef  |  

Lih, M.M., 1975. Transport Phenomena in Medicine and Biology. John Wiley and Sons, New York.

May, A.G., J.A. Deweese and C.G. Rob, 1963. Hemodynamic effects of arterial stenosis. Surgery, 53: 513-524.
PubMed  |  

Mishra, B.K., P. Pradhan and T.C. Panda, 2010. Effect of shear stress, resistance and flow rate across mild stenosis on blood flow through blood vessels. The Cardiol., 5: 4-11.
CrossRef  |  Direct Link  |  

Pontrelli, G., 2001. Blood flow through an axisymmetric stenosis. Proc. Inst. Mech. Eng. H, 215: 1-10.
PubMed  |  

Reiner, M. and G.W. ScottBaldair, 1959. The flow of blood through narrow tube. Nature, 184: 354-354.
CrossRef  |  

Shukla, J.B., S.P. Gupta and R.S. Parihar, 1980. Biorheological aspects of blood flow through artery with mild stenosis: Effects of peripheral layer. Biorheology, 17: 403-410.
PubMed  |  

Srivastava, V.P. and S. Mishra, 2010. Non-Newtonian arterial blood flow through an overlapping stenosis. Appl. Applied Math., 5: 225-238.
Direct Link  |  

Tandon, P.N., P. Nirmala, M. Tewari and U.S. Rana, 1991. Analysis of nutritional transport through a capillary: Normal and stenosed. Comput. Math. Appl., 22: 3-13.
CrossRef  |  

Texon, M., 1957. A homodynamic concept of atherosclerosis with particular reference to coronary occlusion. AMA Arch. Intern. Med., 99: 418-427.
PubMed  |  

Whitmore, R.L., 1968. Rheology of the Circulation. Pergamon Press, Oxford, Pages: 196.

Young, D.F. and F.Y. Tsai, 1973. Flow characteristics in models of arterial stenosis-II. unsteady flow. J. Biomech., 6: 547-559.
CrossRef  |  

Young, D.F., 1968. Effects of a time dependent stenosis on flow through a tube. J. Eng. India. Trans. ASME, 90: 248-254.

Design and power by Medwell Web Development Team. © Medwell Publishing 2024 All Rights Reserved