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Computational fluid dynamics simulation to evaluate aortic coarctation gradient with contrast-enhanced CT

Author

Listed:
  • Antonino Rinaudo
  • Giuseppe D'Ancona
  • Roberto Baglini
  • Andrea Amaducci
  • Fabrizio Follis
  • Michele Pilato
  • Salvatore Pasta

Abstract

Coarctation of aorta (CoA) is a narrowing of the aorta leading to a pressure gradient (ΔP) across the coarctation, increased afterload and reduced peripheral perfusion pressures. Indication to invasive treatment is based on values of maximal (systolic) trans-coarctation ΔP. A computational fluid dynamic (CFD) approach is herein presented for the non-invasive haemodynamic assessment of ΔP across CoA. Patient-specific CFD simulations were created from contrast-enhanced computed tomography (CT) and appropriate flow boundary conditions. Computed ΔP was validated with invasive intravascular trans-CoA pressure measurements. Haemodynamic indices, including pressure loss coefficient (PLc), time-averaged wall shear stress (TAWSS) and oscillatory shear index (OSI), were also quantified. CFD-estimated ΔP values were comparable to the invasive ones. Moreover, the aorta proximal to CoA was exposed to altered TAWSS and OSI suggesting hypertension. PLc was found as a further geometric marker of CoA severity. Finally, CFD-estimated ΔP confirmed a significant reduction after percutaneous balloon dilatation and stenting of the CoA in one patient (e.g. from ΔP∼52 mmHg to ΔP∼3 mmHg). The validation of the ΔP computations with catheterisation measurements suggests that CFD simulation, based on CT-derived anatomical data, is a useful tool to readily quantify CoA severity.

Suggested Citation

  • Antonino Rinaudo & Giuseppe D'Ancona & Roberto Baglini & Andrea Amaducci & Fabrizio Follis & Michele Pilato & Salvatore Pasta, 2015. "Computational fluid dynamics simulation to evaluate aortic coarctation gradient with contrast-enhanced CT," Computer Methods in Biomechanics and Biomedical Engineering, Taylor & Francis Journals, vol. 18(10), pages 1066-1071, July.
  • Handle: RePEc:taf:gcmbxx:v:18:y:2015:i:10:p:1066-1071
    DOI: 10.1080/10255842.2013.869321
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