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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

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immediately after stent expansion and after a time of 2500 seconds, under a cyclic<br />

pressure (diastolic/systolic = 80/120 mmHg).<br />

4. RESULTS<br />

4.1 Influence of initial conditions: pre-stretch and systolic pressure<br />

The radial displacement imposed by the stent struts expanding is similar in the two<br />

models, as the vessel radius after application of both systolic pressure and pre-tension<br />

increases by less than 10% relative to the zero-stress condition. However, the<br />

application of the physiological initial conditions results in a stiffening of the vessel<br />

response. This is illustrated in figure 2 which shows the radial stress in the two models<br />

after stent expansion for the region directly under the stent strut.<br />

Fig. 2 - Radial stress distribution on a central section of the stress-free model (a) and the prestretched<br />

model with systolic pressure (b).<br />

Both the magnitude and distribution of stresses show differences: in the second case, the<br />

maximum compressive stress is much higher (-298 kPa vs. -107 kPa), due to the<br />

increased stiffness of the vessel after application of initial conditions.<br />

4.2 Influence of viscoelasticity: stress relaxation<br />

The temporal variation in radial stress is shown in figure 3 at both systolic and diastolic<br />

pressure, both immediately after stent deployment and after a further elapsed time of<br />

2500 seconds. A reduction in the peak compressive stress (29%) is observed after stress<br />

relaxation has occurred along with a reduction in the area of the vessel subject to higher<br />

compressive stress at the end of the stent. It is also noted that the changes in vessel<br />

geometry between systolic and diastolic pressure values are influenced by the state of<br />

relaxation.

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