What is the magnitude of the torque exerted on the loop?

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Homework Help Overview

The problem involves calculating the torque exerted on a rectangular loop of wire in a magnetic field. The loop has multiple turns and specific dimensions, with the magnetic field oriented along one axis and the current flowing in a specified direction.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants discuss the application of the torque formula T=NIABsin(θ) and question the correctness of their calculations. There is confusion regarding the number of turns and the dimensions of the loop.

Discussion Status

Participants are actively exploring the problem, with some offering calculations and others questioning the assumptions made. There is no clear consensus on the correct approach, but guidance has been provided regarding the inclusion of the number of turns in the calculations.

Contextual Notes

Some participants have noted discrepancies in the values used for the magnetic field and current, as well as the dimensions of the loop. There is an ongoing discussion about the relevance of certain parameters, such as the radius, which is not part of the original problem.

wadini
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A rectangular loop consists of 101 closely wrapped turns of wire and has dimnesions .97m by .23m. The loop is hinged along the y-axis and its plane makes an angle of 70 degrees with the x axis.

A uniform magnetic field of .62 T is directed along the x-axis and the current in the loop is 3.1 A in the downward direction.

What is the magnitude of the torque exerted on the loop?

okay so for this problem I tried to apply the T=NIABsin() but that doesn't work...how do I go about this problem?

I have the radius=27.2
I can get the area by multiplying the dimensions
I have the current, I = 40 A
The Mag Field B=4.07 T
and 33 degrees

what do I do ?
 
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Values given by you do not match with the given problem. In the problem the rectangular loop is given. From where did you get the radius?
 


oh sorry! that was not part of the problem. There is no radius given
 


Show your calculations.
 


okay so what I inititally did was T=NIABsin()

so I assumed there was only one loop so I plugged in T= (1)(3.1A)(.97*.23)sin(70)

and I got T=.4029385043

but that is not correct so what am I doing wrong? Am I just using the totally wrong equation? What am I missing?
 


You didn't multiply the number of turns in the coil.
 


why would I multiply the number of turns in the coil?

Also, I did that but I still did not get the right answer.

(101)(3.1 A)(.2231m^2)(.62T)sin(70)= 40.6967 N*m
 


is it correct that I use the equation T=NIABsin() ?

where N= 101 turns
I = 3.1 A
A= .97m * .23m
B= 0.62T
and sin()= sin(70) ??
 

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