Determining the fraction of the original area and the area of the reduced blood vessel
For a determined tubular conductor and for a liquid of known viscosity, the Hagen-Poiseuille equation shows that there is a constant relationship between flow and pressure, that is, that flow is a linear function of ÄP. The P/F ratio is called hydraulic resistance Rh. Dividing EQ II by EQ VII, we have EQ IX:
Here, the resistance is directly proportional to the length of the vessel and inversely proportional to the radius raised to the fourth power.
How a calculation like this can help a biomechanical engineer working in the field
Understanding how the internal shape of a vessel influences the speed and flow of blood passing through the aorta, coronary arteries, or any other vessel in the body; how a vessel that becomes aneurysmal tends to enlarge, independent of other external factors; how in aneurysms it is common to find clots, and, associated with that:
- How blood viscosity behaves in relation to hematocrit,
how resistance influences the flow and velocity of blood and how to exchange some units of pressure initially seems to be the task of a scientist.
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