[1] Ku, D.N., Giddens, D.P., Zarins, C.K., Glagov, S., Pulsatile Flow and Atherosclerosis in the Human Carotid Bifurcation, Ateriosclerosis, 5, 1985, 293 – 302.
[2] Tian, F.B., Zhu, L., Fok, P.W., Lu, X.Y., Simulation of a pulsatile non-Newtonian flow past a stenosed 2D artery with atherosclerosis, Computers in Biology and Medicine, 43(9),2013, 1098 - 1113.
[3] Liu, G., Wu, J., Ghista, D.N., Huang, W., Wong, K.K., Hemodynamic characterization of transient blood flow in right coronary arteries with varying curvature and side-branch bifurcation angles, Computers in Biology and Medicine, 64,2015, 117 – 126.
[4] Guerciotti, B., Vergara, C., Ippolito, S., Quarteroni, A., Antona, C., Scrofani, R. A., Computational fluid-structure interaction analysis of coronary Y-grafts, Medical Engineering & Physics, 47,2017, 117 - 127.
[5] Bassiouny, H.S., White, S., Glagov, S., Choi, E., Giddensc, D.P., Zarins, C.K., Anastomotic intimal hyperplasia: mechanical injury or flow induced, Journal of Vascular Surgery, 15(4),1992, 708 – 717.
[6] Bertolotti, C., Deplano, V., Fuseri, J., Dupouy, P., Numerical and experimental models of post-operative realistic flows in stenosed coronary bypasses, Journal of Biomechanics, 34(8),2001, 1049 – 1064.
[7] Lee, D., Su, J., Liang, H., A numerical simulation of steady flow fields in a bypass tube, Journal of Biomechanics, 34(11),2001, 1407 – 1416.
[8] Vimmr, J., Jonášová, A., Non-Newtonian effects of blood flow in complete coronary and femoral bypasses, Mathematics and Computers in Simulation, 80(6),2010, 1324 – 1336.
[9] Koksungnoen, S., Rattanadecho, P., Wongchadakul, P., 3D numerical model of blood flow in the coronary artery bypass graft during no pulse and pulse situations: Effects of an anastomotic angle and characteristics of fluid, Journal of Mechanical Science and Technology, 32, 2018,4545–4552.
[10] Ballarin, F., Faggiano, E., Manzoni, A., Quarteroni, A., Rozza, G., Ippolito, S., Antona, C., Scrofani, R., Numerical modeling of hemodynamics scenarios of patient-specific coronary artery bypass grafts, Biomechanics and Modeling in Mechanobiology, 16, 2017, 1373–1399.
[11] Kabinejadian, F., Ghista, D.N., Compliant model of a coupled sequential coronary arterial bypass graft: Effects of vessel wall elasticity and non-Newtonian rheology on blood flow regime and hemodynamic parameters distribution, Medical Engineering & Physics, 34, 2012, 860– 872.
[12] O’Callaghan, S., Walsh, M., McGloughlin, T., Numerical modelling of Newtonian and non-Newtonian representation of blood in a distal end-to-side vascular bypass graft anastomosis, Medical Engineering & Physics, 28, 2006, 70–74.
[13] Ku, J.P., Elkins, C.J., Taylor, C.A., Comparison of CFD and MRI Flow and Velocities in an In Vitro Large Artery Bypass Graft Model, Annals of Biomedical Engineering, 33, 2005, 257–269.
[14] Bonert, M., Myers, J.G., Fremes, S., Williams, J., Ethier, C.R., A Numerical Study of Blood Flow in Coronary Artery Bypass Graft Side-to-Side Anastomoses, Annals of Biomedical Engineering, 30, 2002, 599–611.
[15] Dutra, R.F., Zinani, F.S., Rocha, L.A.O., Biserni, C., Constructal design of an arterial bypass graft, Heat Transfer, 49, 2020, 4019-4039.
[16] Troina G., Cunha M.L., Pinto, V.T., Rocha, L.A.O., Dos Santos, E.D., Fragassa, C., Isoldi, L.A., Computational Modeling and Constructal Design Theory Applied to the Geometric Optimization of Thin Steel Plates with Stiffeners Subjected to Uniform Transverse Load, Metals, 10, 2020, 220 – 249.
[17] Amaral, R.R., Troina, G.S., Fragassa, C., Pavlovic, A., Cunha, M.L., Rocha, L.A.O., Dos Santos, E.D., Isoldi, L.A., Constructal design method dealing with stiffened plates and symmetry boundaries, Theoretical and Applied Mechanics Letters, 10, 2020, 366 - 376.
[18] Bejan, A., Advanced Engineering Thermodynamics. 2nd ed, John Wiley & Sons, New York, 1997.
[19] Bejan, A., Advanced Engineering Thermodynamics, John Wiley & Sons, New York, 2016.
[20] Bejan, A., Lorente, S., Design with Constructal Theory, John Wiley & Sons, New York, 2008.
[21] Reis, A.H., Constructal theory: from engineering to physics, and how flow systems develop shape and structure, ASME Appplied Mechanics Reviews, 59, 2006, 269-282.
[22] Bejan, A., Lorente, S., The constructal law and the evolution of design in nature, Physics of Life Reviews, 8,2011, 209 – 240.
[23] Chen, L., Progress in study on constructal theory and its applications, Science China Technological Sciences, 55(3),2012, 802 – 820.
[24] Rocha, L.A.O., Lorente, S., Bejan, A., Constructal theory in heat transfer, Handbook of Thermal Science and Engineering, Springer International Publishing, Cham,2017.
[25] Razera, A.L., da Fonseca, R.J.C., Isoldi, L.A., dos Santos, E.D., Rocha, L.A.O., Biserni, C., Constructal design of a semi-elliptical fin inserted in a lid-driven square cavity with mixed convection, International Journal of Heat and Mass Transfer, 126,2018, 81 - 94.
[26] Fagundes, T., Lorenzini, G., Estrada, E. da S.D., Isoldi, L.A., dos Santos, E.D., Rocha, L.A.O., da Silva, N. A., Constructal design of conductive asymmetric tri-forked pathways, Journal of Engineering Thermophysics, 28(1),2019,26 – 42.
[27] Wang, H., Dai, W., Bejan, A., Optimal temperature distribution in a 3D triple-layered skin structure embedded with artery and vein vasculature and induced by electromagnetic radiation, International Journal of Heat and Mass Transfer, 50(9,10),2007,1843 – 1854.
[28] Lucia, U., Grisolia, G., Constructal law and ion transfer in normal and cancer cells, Proc. Romanian Academy-Special Issue,2018, 213—218.
[29] Politis, A.K., Stavropoulos, G.P., Christolis, M.N., Panagopoulos, F.G., Vlachos, N.S., Markatos, N.C., Numerical modeling of simulated blood flow in idealized composite arterial coronary grafts: Steady state simulations, Journal of Biomechanics, 40, 2007, 1125-1136.
[30] Johnston, B.M., Johnston, P.R., Corney, S., Kilpatrick, D., Non-Newtonian blood flow in human right coronary arteries: steady state simulations, Journal of Biomechanics, 37, 2004, 709-720.
[31] Ko, T., Ting, K., Yeh, H., Numerical investigation on flow fields in partially stenosed artery with complete bypass graft: An in vitro study, International Communications in Heat and Mass Transfer, 34(6),2007, 713 – 727.
[32] Ko, T., Ting, K., Yeh, H., A numerical study on the effects of anastomotic angle on the flow fields in a stenosed artery with a complete bypass graft, International Communications in Heat and Mass Transfer, 35(10), 2008, 1360 – 1367.
[33] Xiong, F., Chong, C., A parametric numerical investigation on haemodynamics in distal coronary anastomoses, Medical Engineering & Physics, 30(3),2008, 311 – 320.
[34] Bejan, A., Convection Heat Transfer, John Wiley & Sons, New York, 2013.
[35] Slattery, J.C., Advanced Transport Phenomena, Cambridge University Press, 1999.
[36] ANSYS, Ansys Fluent User's Guide, Canonsburg, 2015.
[37] Baliga, B., Patankar, S., A new finite-element formulation for convection-diffusion problems, Numerical Heat Transfer, 3(4),1980, 393 – 409.
[38] Celik, I.B., Ghia, U., Roache, P. J., Freitas, C. J., Coleman, H., Raad, P. E., Procedure for estimation and reporting of uncertainty due to discretization in CFD applications, Journal of Fluids Engineering, 130,2008, 078001-4.
[39] Bejan, A., Lorente, S., Lee, L., Unifying constructal theory of tree roots, canopies and forests, Journal of Theoretical Biology, 254, 2008, 529–540.
[40] Bejan, A., Lorente, S., Constructal theory of generation of configuration in nature and engineering, Journal of Applied Physics, 100, 2006, 041301.
[41] Vieira, R.S., Petry, A.P., Rocha, L.A.O., Isoldi, E.D., Dos Santos, E.D., Numerical evaluation of a solar chimney geometry for different ground temperatures by means of constructal design, Renewable Energy, 109, 2017, 222–234.
[42] Martins, J.C., Goulart, M.M., Gomes, M.N., Souza, J.A., Rocha, L.A.O., Isoldi, L.A., Dos Santos, E.D., Geometric Evaluation of the Main Operational Principle of an Overtopping Wave Energy Converter by Means of Constructal Design, Renewable Energy, 118, 2018, 727–741.