What is oscillatory shear stress?
What is oscillatory shear stress?
Oscillatory shear stress (OSS), derived from disturbances in blood flow in these arterial regions, induces pro-atherogenic phenotypes in endothelial cells and makes them more susceptible to the development of plaques [2,3].
Does low and oscillatory wall shear stress correlate spatially with early atherosclerosis?
Low and oscillatory wall shear stress is widely assumed to play a key role in the initiation and development of atherosclerosis. Indeed, some studies have relied on the low shear theory when developing diagnostic and treatment strategies for cardiovascular disease.
What is the unit for shear stress?
Physical quantities of shear stress are measured in force divided by area. In SI, the unit is the pascal (Pa) or newtons per square meter. In United States customary units, shear stress is also commonly measured in pounds-force per square inch or kilopounds-force per square inch.
What is the cause of shear stress?
Shear stress is caused by the flow of fluid across the surface and its value is directly proportional to the velocity of the surrounding fluid [38]. With the lack of sensors, shear stress could only be approximated with use of CFD techniques.
What is shear force example?
A shear force is a force applied perpendicular to a surface, in opposition to an offset force acting in the opposite direction. When a structural member experiences failure by shear, two parts of it are pushed in different directions, for example, when a piece of paper is cut by scissors.
What’s an example of shear?
To shear is to cut something or have something cut off. When you shave a sheep, this is an example of shear. An example of shear is when you have your hair cut off. To move through as if cutting.
How do you explain shear force?
Shear force is a force acting in a direction that’s parallel to (over the top of) a surface or cross section of a body, like the pressure of air flow over an airplane wing. The word shear in the term is a reference to the fact that such a force can cut, or shear, through the surface or object under strain.
How do you solve principal stresses?
In 2-D, the principal stress orientation, θP , can be computed by setting τ′xy=0 τ ′ x y = 0 in the above shear equation and solving for θ to get θP , the principal stress angle. Inserting this value for θP back into the equations for the normal stresses gives the principal values.
