Abstract
Catheters are long, hollow, and thin silicone tubes inserted into the bladder, veins, and arteries. The purpose of the current work is to find entropy formation in a blood flow through a non-concentric catheterized artery with stenosis. The model is compressed by the useful limitations of mild stenosis and non-turbulence. We used HPM to discuss work results. Simpson's 3/8 rule and Mathematica's built-in tool combined impedance, shear stress, and the Nusselt number. From a visual representation, we may construct a catheter with a lower radius to minimize fluid speed and a magnetic field to manage flow intensity. Large temperature ratios and Jeffrey parameters reduce entropy formation. The findings of the study may have implications for cardiovascular medical devices.
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