You are on a team designing a 3.5 T MRI, which is needed by physicians to better diagnose pituitary adenomas. The machine needs to have a length of 1.4 m long and the copper wiring can carry a maximum current of 150 A. Given this, how many turns does wire need to make around the MRI core to generate a magnetic field of the required strength? O 31,000 O 13,000 O 26,000 O 43,000

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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**Educational Content: Designing a 3.5 T MRI**

In this exercise, you are part of a team tasked with designing a 3.5 Tesla MRI machine, crucial for physicians to accurately diagnose pituitary adenomas. The machine requires a length of 1.4 meters, and the copper wiring must handle a maximum current of 150 Amperes. Your goal is to determine how many turns of wire are necessary to achieve the desired magnetic field strength around the MRI core.

**Multiple Choice Options:**

- 31,000
- 13,000
- 26,000
- 43,000

**Explanation:**

The question prompts the reader to calculate the number of wire turns needed for the MRI. This involves applying formulas related to electromagnetism, considering the given parameters of wire length and current capacity.
Transcribed Image Text:**Educational Content: Designing a 3.5 T MRI** In this exercise, you are part of a team tasked with designing a 3.5 Tesla MRI machine, crucial for physicians to accurately diagnose pituitary adenomas. The machine requires a length of 1.4 meters, and the copper wiring must handle a maximum current of 150 Amperes. Your goal is to determine how many turns of wire are necessary to achieve the desired magnetic field strength around the MRI core. **Multiple Choice Options:** - 31,000 - 13,000 - 26,000 - 43,000 **Explanation:** The question prompts the reader to calculate the number of wire turns needed for the MRI. This involves applying formulas related to electromagnetism, considering the given parameters of wire length and current capacity.
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