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CARDIOVASCULAR
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Volume 3, 1998, No 1 |
Abstract:
Background: The risk of rupture of an abdominal aortic aneurysm
(AAA) has been considered to be dependent largely on its maximum
diameter (law of Laplace). We propose that, in addition, rupture
risk is dependent on overall AAA shape. Methods: To evaluate this
hypothesis, thin-shell finite element models of axisymmetric AAAs
were created from three differently shaped meridion curves:
exponential, parabola-exponential and cosine exponential. Each
model had an aneurysm length of 80 mm and maximum diameter of 50
mm. An internal pressure of 18 kPa was applied. Results: The
resultant hoop stresses varied according to shape, with peak
values of 439, 442, and 349 kPa for the exponential,
parabola-exponential, and cosine-exponential models,
respectively. More importantly, the location of the peak stresses
varied with shape and were not necessarily at the maximum
diameter. The peak meridional stresses were lower and less
variable at 184, 185, and 184 kPa for each of the models,
respectively. The calculated stresses were greater than those
predicted by the law of Laplace (225 and 113 for the hoop and
meridion directions, respectively). Conclusion: We conclude that
AAA morphology, as well as diameter, governs the risk of rupture,
and that location of maximum wall stress depends on shape.
Keywords:
abdominal aortic aneurysm, risk of rupture, stress, finite
element model
Address for Correspondence:
Reference:
(CVE. 1998; 3 (1): 43-47)
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