A stent is a cylindrical tube, usually made of metal mesh, typically associated with the preventation of heart attacks, as its designed to prevent constriction in blood vessels. Often, the stent is heated after insertion to prevent cell growth that could cause the constriction to recur. One method to heat the stent is placing the patient in a changing magnetic field, so that induced currents heat the stent. If a stainless-steel stent is 10 mm long by 3.5 mm in diameter with total resistance 25 mΩ and you model the stent as a wire loop in the optimum orientation, find the rate of change of magnetic field necessary to heat it at a rate of 240 W. Please show all work with equations and explanations (with steps).
A stent is a cylindrical tube, usually made of metal mesh, typically associated with the preventation of heart attacks, as its designed to prevent constriction in blood vessels. Often, the stent is heated after insertion to prevent cell growth that could cause the constriction to recur. One method to heat the stent is placing the patient in a changing magnetic field, so that induced currents heat the stent. If a stainless-steel stent is 10 mm long by 3.5 mm in diameter with total resistance 25 mΩ and you model the stent as a wire loop in the optimum orientation, find the rate of change of magnetic field necessary to heat it at a rate of 240 W. Please show all work with equations and explanations (with steps).
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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A stent is a cylindrical tube, usually made of metal mesh, typically associated with the preventation of heart attacks, as its designed to prevent constriction in blood vessels. Often, the stent is heated after insertion to prevent cell growth that could cause the constriction to recur. One method to heat the stent is placing the patient in a changing magnetic field, so that induced currents heat the stent. If a stainless-steel stent is 10 mm long by 3.5 mm in diameter with total resistance 25 mΩ and you model the stent as a wire loop in the optimum orientation, find the rate of change of magnetic field necessary to heat it at a rate of 240 W.
Please show all work with equations and explanations (with steps).
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