What is the value of the B field in Teslas, inside the Helmholz coils?

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Homework Help Overview

The discussion revolves around calculating the magnetic field (B field) inside Helmholtz coils for a given current in an e/m apparatus. The original poster seeks to confirm their calculation based on a provided formula.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants question the validity of the original poster's calculation due to missing parameters such as the radius of the coils and the number of turns of wire. There is a discussion about the implications of these missing details on the accuracy of the result.

Discussion Status

Some participants have offered insights into the importance of the missing information for verifying the calculation. There is a recognition that the original poster's approach may be on the right track, but without the necessary data, the correctness of the answer remains uncertain.

Contextual Notes

The original poster mentions that they are completing a pre-lab questionnaire and have not conducted any experimental data collection, which contributes to the lack of information needed for a complete analysis.

Eddie10
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Homework Statement


For a current of 2.5 amps, what is the value of the B field in Teslas, inside the Helmholz coils in the e/m apparatus?

Homework Equations



B = 7.7 x 10^4 x I , I is the current in amps.

The Attempt at a Solution


B = B = 7.7 x 10^4 x 2.5 amps = .001925 = 1.925 x 10^-3Did I do this correctly? This is for the E/M Experiment.
 
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It's impossible to say whether your result is correct, without knowing the radius of the coils and the number of turns of wire in each coil. You can see the complete formula here:

http://en.wikipedia.org/wiki/Helmholtz_coil
 
jtbell said:
It's impossible to say whether your result is correct, without knowing the radius of the coils and the number of turns of wire in each coil. You can see the complete formula here:

http://en.wikipedia.org/wiki/Helmholtz_coil
Hmmm...I don't have any of that information for this problem, and it was not given as part of the lab.The reason I don't have this information is because I have not conducted any type of experimental data collection, as I am fulfilling a pre-lab questionnaire for credit.

Would it even be possible to say that I am, generally, in the right track with my answer?
 
Last edited:
When you plug the radius, number of turns, and ##\mu_0## into the formula on the Wiki page, you get a constant times I. Apparently they pre-calculated the constant for you, so you just have to trust that they got it right. You wrote the exponent as 4, but the result of your calculation indicates that you used -4, which is more likely to be correct than +4. Even 1.0 Tesla is much larger than you're likely to produce in an introductory physics lab. The world record appears to be about 90 Tesla.

(When I taught labs that used Helmholtz coils, I told my students the number of turns, and asked them to measure R for themselves and calculate B using the Wiki formula. You guys have it easy. :rolleyes:)
 

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