What is the Maximum Constriction Radius in the Artery Given These Conditions?

AI Thread Summary
The discussion centers on calculating the maximum radius of a constriction in an artery given specific pressure and flow conditions. The artery has a gauge pressure of 5200 N/m^2 and an external pressure of 3200 N/m^2, indicating that the internal pressure must drop below the external pressure at the constriction. The blood flow rate and velocity are provided, along with the formula for flow in a cylindrical vessel. Participants are encouraged to consider the Bernoulli equation to solve the problem, but there is uncertainty about how to proceed. The conversation highlights the need for collaboration among classmates to tackle the challenge effectively.
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Homework Statement


A person has a 5200 N/m^2 gauge pressure in a 0.01m radius artery, with blood flowing at 0.5 m/s. the gauge pressure outside the artery is 3200 N/m^2. When using her stethoscope, a physician hears a fluttering sound farther along the artery. the sound is a sign that the artery is vibrating open closed, which indicates there must be a constriction in the artery that has reduced its radius and subsequently reduced the internal blood pressure to less than the external 3200 N/m^2 pressure. What is the maximum artery radius at this constriction?

Homework Equations



Flow rate = Volume/Time

Velocity of cylindrical vessel = Flow rate/Area

A = pi*r^2

Force is equal throughout

The Attempt at a Solution

Not a clue. There are 6 people in my class working on this together
 
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By any chance, are you learning about the Bernoulli equation?
 
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