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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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In addition to the analyses of averaged wall shear stresses, the temporal change of their<br />

direction has been considered as well. The previously defined parameter OSI can vary<br />

between a value of 0 and 0.5. With increasing OSI more intense direction changes<br />

occur. As presented in Figure 5, elevated OSI regions are mainly noticeable close to the<br />

bifurcations and can be explained by the existence of a recirculating flow in these areas.<br />

Due to a narrow ostium and to sharp changes in direction leading to a helical flow<br />

pattern, multiple regions with increased OSI values are visible in case 1. In contrast, the<br />

ostium area of case 2 is much wider and the transition between the aneurysm and the<br />

surrounding vessels is considerably smoother. Therefore, almost no temporal changes of<br />

the shear directions appear in this case.<br />

Fig.: 5: Oscillatory shear index of case 1 (left) and case 2 (right)<br />

5. CONCLUSION<br />

Within this study the hemodynamics in two ruptured cerebral aneurysms were<br />

investigated. In both cases the place of rupture was known and therefore in the focus of<br />

this work. In order to carry out CFD simulations, raw patient-specific imaging datasets<br />

were reconstructed and subsequently spatially discretized using block-structured<br />

meshing algorithms. Analyses regarding velocity and pressure distribution as well as<br />

arterial wall shear stresses were performed. Additionally, the temporal change of the<br />

direction of shear stresses was assessed using the OSI.<br />

Analyses of velocity and pressure distribution demonstrated that the most prominent<br />

values do not appear at the aneurysms domes. However, an oscillating motion of the<br />

blood within one cardiac cycle was identified in the ROIs. This leads to the assumption<br />

that the flow direction and its temporal variation are more likely to influence the rupture<br />

probability than just the velocity magnitude.<br />

Considering now wall shear stresses averaged during one cardiac cycle, areas with high<br />

values are found below the aneurysms and mostly at the intersection between the<br />

dilation and the surrounding arteries. Although high wall shear stresses are sometimes<br />

considered in the literature as a driving factor regarding rupture, the present<br />

observations do not support this hypothesis.<br />

The analysis of OSI revealed again elevated values close to the bifurcations and at the<br />

aneurysms neck. However, no major difference was identified in the ROI compared to<br />

the healthy, straight vessel walls. Although the shear index may indicate a higher load<br />

on endothelial tissue no direct correlation with the rupture probability was found in the<br />

present case.<br />

Further investigations aim onto the experimental verification of these observations. In<br />

this context, four-dimensional (time-dependent 3D velocity vectors) measurements<br />

using a 7 Tesla-MRT or Particle Tracing Velocimetry techniques appear most suitable<br />

[13]. In order to quantify the observed flow oscillation in the ROI further post-

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