References
- GIDDENS, D. P., ZAR1NS, C. K, and GLAGov, S., 1993, The role of fluid mechanics in the localization and detection of atherosclerosis. ASME Journal of Biomechanical Engineering, 115, 588–594.
- CARO, C. G., 1981, Aterial fluid mechanics and atherogenesis. Recent Advances in Cardiovascular Disease, 2, 6–11.
- MANN, F. C., HERRICK, J. F., ESSEX, H. E., and BALDES, E. J., 1963, The effect on blood flow of decreasing the lumen of a blood vessel. Surgery, 53, 513–524.
- SHIPLEY, R. E., and GREGG, D. E., 1944, The effect of external constriction on a blood vessel on blood flow. American Journal of Physiology, 141, 289–296.
- MAY, A. G., DE WESSE, J. A., and ROB, C. G., 1963, Hemodynamic effects of arterial stenosis. Surgery, 53, 513–524.
- FIDDIAN, R. V., BR, D., and EDWARDS, E. A, 1964, Factors affecting flow through a stenosed vessel. Archives of Surgery, 88, 83–90.
- RODBARD, S., 1966, Dynamics of blood flow in stenotic vascular lesions. The American Heart Journal, 72, 698–704.
- KINDT, G. W., and YOUMANS, J. R., 1969, The effect of stricture length on critical arterial stenosis. Surgery, Gynecology and Obstetrics, 128, 729–734.
- FRY, D. L., 1968, Acute vascular endothelial changes associated with increased blood velocity gradients. Circulation Research, 22, 165–197.
- REUL, H., 1984, Cardiovascular simulation models. Life Support Systems, 2, 77–98.
- YOUNG, D. F., 1968, Effect of a time-dependent stenosis on flow through a tube. ASME Journal of Engineering for Industry, 90, 248–254.
- FORRESTER, J. H., and YOUNG, D. F., 1970, Flow through a converging-diverging tube and its implications in occlusive vascular disease-I. Journal of Biomechanics, 3, 297–305.
- FORRESTER, J. H., and YOUNG, D. F., 1970, Flow through a converging-diverging tube and its implications in occlusive vascular disease-II. Journal of Biomechanics, 3, 307–316.
- MORGAN, B. E., and YOUNG, D. F., 1974, An integral method for the analysis of flow in arterial stenosis. Bulletin of Mathematical Biology, 36, 39–53.
- PADMANABHA NN., 1980, Mathematical model of arterial stenosis. Medical & Biological Engineering & Computing, 18, 281–286.
- ANG, K C., and MAZUMDAR, J. N., 1995, Mathematical modelling of triple arterial stenosis. Australasian Physical and Engineering Sciences in Medicine, 18, 89–94.
- ANG, K C., and MAZUMDAR, J. N., 1997, Mathematical modelling of three-dimensional flow through an asym-metric stenosis. Mathematical and Computer Modelling, 25, 19–29.
- ANG, K C., and MAZUMDAR, J. N., 1997, A computational model for blood flow through highly curved arteries with asymmetric stenosis. Australasian Physical and Engineering Science in Medicine, 20, 152–163.
- NOSOVITSKY, V. A., ILEGBUSI, O. J., JIANG, J., STONE, P. H., and FELDMAN, C. L., 1997, Effects of curvature and stenosis-like harrowing on wall shear stress in a coronary artery model with phasic flow. Computers and Biomedical Research, 30, 61–82.
- GUSEN, F. J., ALLANIC, E., VAN DE VOSSE, F. N., and JANSSEN, J. D., 1999, The influence of the non-Newtonian properties of blood on the flow in large arteries: unsteady flow in a 90 degrees curved tube. Journal of Biomechanics, 32, 705–713.
- MCDONAL DD., 1990, McDonald's Blood Row in Arteries: Theoretical, Experimental & Clinical Principles (Philadelphia: Lea & Febiger).