| Literature DB >> 23459103 |
Magnus Bäck1, T Christian Gasser, Jean-Baptiste Michel, Giuseppina Caligiuri.
Abstract
The biomechanical factors that result from the haemodynamic load on the cardiovascular system are a common denominator of several vascular pathologies. Thickening and calcification of the aortic valve will lead to reduced opening and the development of left ventricular outflow obstruction, referred to as aortic valve stenosis. The most common pathology of the aorta is the formation of an aneurysm, morphologically defined as a progressive dilatation of a vessel segment by more than 50% of its normal diameter. The aortic valve is exposed to both haemodynamic forces and structural leaflet deformation as it opens and closes with each heartbeat to assure unidirectional flow from the left ventricle to the aorta. The arterial pressure is translated into tension-dominated mechanical wall stress in the aorta. In addition, stress and strain are related through the aortic stiffness. Furthermore, blood flow over the valvular and vascular endothelial layer induces wall shear stress. Several pathophysiological processes of aortic valve stenosis and aortic aneurysms, such as macromolecule transport, gene expression alterations, cell death pathways, calcification, inflammation, and neoangiogenesis directly depend on biomechanical factors.Entities:
Keywords: Abdominal aortic aneurysm; Aortic stenosis; Inflammation; Thoracic aortic aneurysm
Mesh:
Year: 2013 PMID: 23459103 PMCID: PMC3695745 DOI: 10.1093/cvr/cvt040
Source DB: PubMed Journal: Cardiovasc Res ISSN: 0008-6363 Impact factor: 10.787
Terminology of aortic wall and aortic valve biomechanics
| Stress | Force per area |
|---|---|
| Normal stress | Stress perpendicular to the area |
| Shear stress | Stress parallel to the area |
| Wall shear stress (WSS) | Stress induced by blood flowing over the valve or the luminal side of the vascular wall |
| Laminar shear stress | Shear stress caused by a streamlined flow |
| Oscillatory shear stress | Shear stress caused by oscillatory flow |
| Strain | Deformation measure |
| Normal strain | Relative changes in length of a line |
| Shear strain | Relative changes in angle of a square |
| Isochoric (isovolumetric) | Constant volume |
| Isotropic | Uniform in all directions |
| Vortical structures (VS) | Spatial region, within which the fluid is at rotational (vortical) motion |
| Finite element method (FEM) | Numerical concept to solve structural or fluid-mechanical problems |
| Computational flow dynamics (CFD) | Numerical method to compute fluid flow from given initial conditions |
| Fluid structure interaction (FSI) | Method to prescribe the mechanical interaction between fluid and solid domains |