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ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

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geometries, such as the intersection zones between strut stent and arterial wall, where<br />

tetrahedral elements become necessary. The discretization method consists in the<br />

creation of internal cylinders along the MB and the SB. These cylinders are meshed<br />

with only hexahedral elements while in the region between them and the arterial wall a<br />

tetrahedral mesh is created. Lastly, merging of the two mesh types is performed through<br />

pyramidal elements.<br />

Transient simulations are carried out using ANSYS Fluent 13 (Ansys Inc., Canonsburg,<br />

PA, USA). Artery and stent struts are assumed to be rigid and defined with a no-slip<br />

condition. A pulsatile blood flow tracing is applied at the inlet as a paraboloid-shaped<br />

velocity profile according to Davies et al. study [7]. The average flow rate value is 60<br />

ml/min (mean velocity = 0.13 m/s) and the duration of the cardiac cycle is 0.903 s. The<br />

adopted profile is representative of a typical flow tracing of a human left anterior<br />

descending coronary artery. At the outlet cross sections, a flow split of 70% in the MB<br />

and 30 % in the SB is imposed. Blood flow is modeled as a non-Newtonian fluid<br />

through the Carreau’s model proposed by Seo et al. [8]. A coupled solver is used with a<br />

second-order upwind scheme for the momentum spatial discretization and a first-order<br />

time implicit scheme to discretize the governing equations. Under-relaxation factors of<br />

0.3 for pressure and momentum and 1 for density are used. Convergence criterion for<br />

continuity and velocity residuals are set to 10 −6 .<br />

4. RESULTS AND DISCUSSION<br />

Despite their current success, stenting procedures are still involved in several medical<br />

complications like sub-acute thrombosis and in-stent restenosis. Clinical and biological<br />

studies relate these drawbacks to the non-physiological biomechanical conditions<br />

provoked by the presence of the stents in the bifurcation.<br />

From the structural point of view, the metal-to-artery ratio and the deformation fields in<br />

the implanted device are used to compare the culotte technique in the two simulated<br />

procedures. Figure 3A illustrates the amount of struts in contact with the arterial wall in<br />

the proximal part of the MB where the two devices overlap. The expansion of two<br />

standard devices causes a higher metal-to-artery ratio leading to a major possibility of<br />

injury during stent placement and an extremely modified hemodynamic field. Secondly,<br />

considering the stent implanted in the SB, simulations show that lower values of plastic<br />

equivalent deformations are found in the dedicated device if compared to the standard<br />

(Fig. 3B). Literature studies [9] show that very high deformations in the device could<br />

lead to structural damage and delamination of the polymer that covers the stent struts<br />

and carries anti-proliferative drugs. The delamination could bring to an inhomogeneous<br />

A B MULTILINK VISION TRYTON<br />

Figure 3. A) Qualitative comparison of the metal-to-artery ratio between the simulation with dedicated<br />

(left) or standard (right) devices. B) Plastic equivalent deformations on the SB stent implanted. As shown<br />

in the close-up details, higher values are found in the Multilink stent (left).

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