Fluid flow structure in arterial bypass anastomosis

Journal of Biomechanical Engineering

Volumn 127, Issue 4, 2005, Pages 611-618

  Su, C M ^a,b   Lee, D ^b   Tran Son Tay, R ^a   Shyy, W ^a  

^a J Crayton Pruitt Family Department of Biomedical Engineering   (United States)

^b NATIONAL CHENG KUNG UNIVERSITY   (Taiwan)

Author keywords

[No Author keywords available]

Indexed keywords

BIOMECHANICS; BLOOD VESSELS; GRAFTS; MATHEMATICAL MODELS; NAVIER STOKES EQUATIONS; SURGERY;

BYPASS GRAFTS; BYPASS SURGERY; FLOW RECIRCULATION; FLUID FLOW STRUCTURE;

FLOW OF FLUIDS;

ANASTOMOSIS; ARTERY BYPASS; ARTICLE; BYPASS SURGERY; FLUID FLOW; GEOMETRY; MATHEMATICAL ANALYSIS; MATHEMATICAL COMPUTING; STENOSIS; VELOCITY;

ANIMALS; ARTERIOVENOUS ANASTOMOSIS; BLOOD FLOW VELOCITY; BLOOD PRESSURE; COMPUTER SIMULATION; CORONARY STENOSIS; HUMANS; MODELS, CARDIOVASCULAR;

EID: 23644449066     PISSN: 01480731     EISSN: None     Source Type: Journal    
DOI: 10.1115/1.1934056     Document Type: Article

References (32)

1. Archie, J. P., 1994, "Femoropopliteal Bypass With Either Adequate Ipsilateral Reversed Saphenous Vein or Obligatory Polytetraflorethylene," Ann. Vasc. Surg., 8(5), pp. 475-484.
2. Taylor, R. S., Loh, A., Mcfarland, R. J., Cox, M., and Chester, J. F., 1992, "Improved Techniques for PTFE Bypass Grafting: Long-Term Results Using Anastomotic Vein Patches," Br. J. Surg., 79, pp. 348-354.
3. Clowes, A. W., 1993, "Intimal Hyperplasia and Graft Failure," Cardiovasc. Pathol., 2, pp. 179S-186S.
4. Bassiouny, H. S., White, S., Glagov, S., Choi, E., Giddens, D. P., and Zarins, C. K., 1992, "Anastomotic Intimal Hyperplasia: Mechanical Injury or Flow Induced," Eur. J. Vasc. Endovasc Surg., 10, pp. 708-717.
5. Sottiurai, V. S., Yao, J. S. T., Flinn, W. R., and Batson, R. C., 1983, "Intimal Hyperplasia and Neointima: An Ultrastructural Analysis of Thrombosed Grafts in Humans," Surgery (St. Louis), 93(6), pp. 809-817.
6. Ku, D. N., Zarins, C. K., Giddens, D. P., and Glagov, S., 1985, "Pulsatile Flow and Atherosclerosis in the Human Carotid Bifurcation: Positive Correlation Between Plaque Localization and Low and Oscillating Shear Stress," Arteriosclerosis (Dallas), 5, pp. 292-302.
7. Ojha, M., 1993, "Spatial and Temporal Variations of Wall Shear Stress Within an End-to-Side Arterial Anastomosis Model," J. Biomech., 26(12), pp. 1377-1388.
8. Ojha, M., 1994, "Wall Shear Stress Temporal Gradient and Anastomotic Intimal Hyperplasia," Circ. Res., 74(6), pp. 1227-1231.
9. Arora, S., Meier, G. H., Pedersen, H., Brophy, C., Lacey, K., and Gusberg, R. J., 1995, "Non-Invasive Impedance Analysis: A New Non-Invasive Test for Graft Surveillance," Cardiovasc. Surg., 3(6), pp. 659-664.
10. Walpoth, B. H., Bosshard, A., Genyk, I., Kipfer, B., Berdat, P. A., Hess, O. M., Althaus, U., and Carrel, T. P., 1998, "Transit-Time Flow Measurement for Detection of Early Graft Failure During Myocardial Revascularization," Ann. Thorac. Surg., 66, pp. 1097-1100.
11. Patel, U., Khaw, K. K., and Hughes, N. C., 2003, "Doppler Ultrasound for Detection of Renal Transplant Artery Stenosis-Threshold Peak Systolic Velocity Needs to be Higher in a Low-Risk or Surveillance Population," Clin. Radiol., 58, pp. 772-777.
12. Cole, J. S., Watterson, J. K., and O'Reilly, M. J. G., 2002, "Numerical Investigation of the Haemodynamics at a Patched Arterial Bypass Anastomosis," Med. Eng. Phys., 24, pp. 393-401.
13. Leuprecht, A., Perktold, K., Prosi, M., Berk, T., Trubel, W., and Schima, H., 2002, "Numerical Study of Hemodynamics and Wall Mechanics in Distal End-to-Side Anastomoses of Bypass Grafts," J. Biomech., 35, pp. 225-236.
14. Ku, J. P., Draney, M. T., Arko, F. R., Lee, W. A., Chan, F. P., Pelc, N. J., Zarins, C. K., and Taylor, C. A., 2002, "In Vivo Validation of Numerical Prediction of Blood Flow in Arterial Bypass Grafts," Ann. Biomed. Eng., 30, pp. 743-752.
15. Bertolotti, C., and Deplano, V., 2000, "Three-Dimensional Simulations of Flow Through a Stenosed Coronary Bypass," J. Biomech., 33, pp. 1011-1022.
16. Perktold, K., Tatzl, H., and Rappitsch, G., 1994, "Flow Dynamics Effect of the Anastomotic Angle: A Numerical Study of Pulsatile Flow in Vascular Graft Anastomoses Models," Technol. Health Care, 1, pp. 197-207.
17. Kute, S. M., and Vorp, D. A., 2001, "The Effect of Proximal Artery Flow on the Hemodynamics at the Distal Anastomosis of a Vascular Bypass Graft: Computational Study," ASME J. Biomech. Eng., 123, pp. 277-283.
18. Lee, D., Su, C. M., and Liang, H. Y., 2001, "A Numerical Simulation of Steady Flow Fields in a Bypass Tube," J. Biomech., 34(11), pp. 1407-1416.
19. Moore, J. A., Steinman, D. A., Prakash, S., Johnston, K. W., and Ethier, C. R., 1999, "A Numerical Study of Blood Flow Patterns in Anatomically Realistic and Simplified End-to-Side Anastomoses," ASME J. Biomech. Eng., 121, pp. 265-272.
20. Papaharilaou, Y. Doorly, D. J., Sherwin S. J., Peiro, J., Griffith, C., Cheshire, N., Zervas, V., Anderson, J., Sanghera, B., Watkins, N., and Caro, C. G., 2002, "Combined MR Imaging and Numerical Simulation of Flow in Realistic Arterial Bypass Graft Models," Biorheology, 39, pp. 525-531.
21. Sherwin, S. J., Shah, O., Doorly, D. J., Peiro, J., Papaharilaou, Y., Watkins, N., Caro, C. G., and Dumoulin, C. L., 2000, "The Influence of Out-of-Plane Geometry on the Flow Within a Distal End-to-Side Anastomosis," ASME J. Biomech. Eng., 122, pp. 86-95.
22. Lei, M., Kleinstreuer, C., and Archie, J. P., 1995, "Geometric Design Improvements for Femoral Graft-Artery Junctions Mitigating Restenosis," J. Biomech., 29(12), pp. 1605-1614.
23. Huang, H., Modi, V. J., and Seymour, B. R., 1995, "Fluid Mechanics of Stenosed Arteries," Int. J. Eng. Sci., 33(6), pp. 815-828.
24. Lee, D., and Chiu, J. J., 1992, "Computation of Physiological Bifurcation Flow Using a Patched Grid," Comput. Fluids, 21, pp. 519-535.
25. Lee, D., and Chiu, J. J., 1992, "Covariant Velocity Based Calculation Procedure With Nonstaggered Grid for Computation of Pulsatile Flows," Numer. Heat Transfer, Part B, 21, pp. 269-286.
26. Lee, D., and Chiu, J. J., 1996, "Intimal Thickening Under Shear in a Carotid Bifurcation-A Numerical Study," J. Biomech., 29(1), pp. 1-11.
27. Chiu, J. J., 1992, "Computation of Three-Dimensional Branching Flows Using a Covariant Velocity Based Calculation Procedure and Zonal Grid Methods," Ph.D. thesis, National Cheng Kung University, Tainan, Taiwan.
28. Shyy, W., Thakur, S., and Wright, J., 2002, "Second-Order Upwind and Central Difference Schemes for Recirculating Flow Computation," AIAA J., 30, pp. 923-932.
29. Shyy, W., 1994 (revised printing 1997), Computational Modeling for Fluid Flow and Interfacial Transport, Elsevier, Amsterdam, The Netherlands.
30. Ojha, M., Ethier, C. R., Johnston, K. W., and Cobbold, R. S. C., 1990, "Steady and Pulsatile Flow Fields in an End-to-Side Arterial Anastomosis Model," J. Vasc. Surg., 12, pp. 747-753.
31. Ku, D. N., 1997, "Blood Flow in Arteries," Annu. Rev. Fluid Mech., 29, pp. 399-434.
32. Kohler, T. R., Kirkman, T. R., Kraiss, L. W., Zierler, B. K., and Clowes, A. W., 1991, "Increased Blood Flow Inhibits Neointimal Hyperplasia in Endo-Thelialized Vascular Grafts," Circ. Res., 69, pp. 1557-1565.