Understanding E(t) = wNBAsin(wt) and Its Variables

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Homework Help Overview

The discussion revolves around the equation E(t) = wNBAsin(wt) and seeks clarification on the variables involved, particularly focusing on the meanings of N and B in the context of angular velocity and electromagnetic concepts.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants are exploring the definitions of the variables in the equation, questioning the meaning of N and B, and discussing their interpretations of angular velocity and magnetic field strength.

Discussion Status

Some participants have offered insights regarding the potential meanings of N as the number of turns or loops and B as the magnetic field strength. There is an ongoing exploration of how these variables relate to the equation and the context of a simulation that displays peak voltage.

Contextual Notes

Participants mention default values in a simulation that do not align with their calculations, indicating a potential gap in understanding or assumptions about the variables used in the equation.

lampshader
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Homework Statement


Where can I find the definition of the varaibles? I know w is the angular velocity, A is the Area, and t is time. but what are NB? is B the field strength? If that is so, then what is N?


Homework Equations





The Attempt at a Solution

 
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Hi lampshader! :wink:

Number of turns? :smile:
 
Number of cycles?

If I were to calculate the angular velocity; w = number of 'turns' / time it makes the 'turns'.

So the denominator is used again as B in, E(t) = wNBAsin(wt)?

Thanks! =)
 
I thought that, when I open my simulation (homework assignment), their are default values and a peak voltage is displayed. So, when I use the equation: E(t) = wNBAsin(wt); and calculate by subsituting in the default values, I am not getting the displayed peak voltage. Ya know?
 
Hi lampshader! :smile:

(have an omega: ω :wink:)
lampshader said:
… If I were to calculate the angular velocity; w = number of 'turns' / time it makes the 'turns'.

ah … now i see …

no, ω isn't a geometrical angular velocity, it's the frequency, of the variable magnetic field, Bcos(ωt).

So the magnetic flux is φ = NBAcos(ωt), and the emf is E(t) = dφ/dt = ωNBAsin(ωt). :smile:

(And N is the number of loops of the wire round the area A)
 
Thanks, I appreciate your time.
 

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