a small artery has a length of 1.6 ✕ 10−3 m and a radius of 2.4 ✕ 10−5 m. if the pressure drop across the artery is 1.8 kpa, what is the flow rate (in mm3/s) through the artery? (assume that the temperature is 37°c.)

Respuesta :

The flow rate through the artery is 7.03*10-11 m3/s (measured in mm3/s). What is the flow rate through the artery in mm3/s if the pressure drop across the artery is 1.8 kpa?

How can I calculate flow rate?

To determine the flow rate represented as Q, which is equal to Q = V/t, we must define both the volume V and the instant in time that it is passing past represented by t. In addition, the relationship between flow rate and velocity is shown by the equation Q = Av, where A is the flow's cross-sectional area and v is its average velocity.

What three different flow rates are there?

Vacuum technology primarily deals with three forms of flow: viscous or continuous flow, molecular flow, and at the interface between these two.

Briefing:

Given,

Pressure Δp = 1.8 kPa

Viscosity μ = 2.03*10-3Pa

Subsituting the values in equation,

Δp = 8μLQ / π

Q = Δp × π / 8μL

Q=7.03*10-11 m3/s

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