Structural analysis of the natural aortic valve in dynamics: from unpressurized to physiologically loaded

J Biomech. 2010 Jul 20;43(10):1916-22. doi: 10.1016/j.jbiomech.2010.03.020. Epub 2010 Apr 7.


A novel finite element model of the natural aortic valve was developed implementing anisotropic hyperelastic material properties for the leaflets and aortic tissues, and starting from the unpressurized geometry. Static pressurization of the aortic root, silicone rubber moulds and published data helped to establish the model parameters, while high-speed video recording of the leaflet motion in a left-heart simulator allowed for comparisons with simulations. The model was discretized with brick elements and loaded with time-varying pressure using an explicit commercial solver. The aortic valve model produced a competent valve whose dynamic behavior (geometric orifice area vs. time) closely matched that observed in the experiment. In both cases, the aortic valve took approximately 30 ms to open to an 800 mm(2) orifice and remained completely or more than half open for almost 200 ms, after which it closed within 30-50 ms. The highest values of stress were along the leaflet attachment line and near the commissure during diastole. Von Mises stress in the leaflet belly reached 600-750 kPa from early to mid-diastole. While the model using the unpressurized geometry as initial configuration was specially designed to satisfy the requirements of continuum mechanics for large deformations of hyperelastic materials, it also clearly demonstrated that dry models can be adequate to analyze valve dynamics. Although improvements are still needed, the advanced modeling and validation techniques used herein contribute toward improved and quantified accuracy over earlier simplified models.

Publication types

  • Research Support, Non-U.S. Gov't

MeSH terms

  • Animals
  • Aortic Valve / anatomy & histology
  • Aortic Valve / physiology*
  • Computer Simulation
  • Finite Element Analysis
  • Heart Valve Prosthesis*
  • Models, Cardiovascular
  • Prosthesis Design
  • Stress, Mechanical
  • Swine