Consider a conducting ring of radius a and resistance R. Case I We first place the ring in a constant magnetic field B⃗ = B0 pointing into the page as shown a) Calculate the magnetic flux Φ through the ring. Express the answer in terms of the defined parameters in the problem.

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Chapter1: Units, Trigonometry. And Vectors
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Consider a conducting ring of radius a and resistance R.
Case I We first place the ring in a constant magnetic field B⃗ = B0 pointing into the page as
shown
a) Calculate the magnetic flux Φ through the ring. Express the answer in terms of the defined
parameters in the problem.

X X
X X
x x x x
Conductor
X X
x x X
хх
X X
x x X
X X
x x x x x
Figure 9: A conducting ring of radius Rused in question B2
Transcribed Image Text:X X X X x x x x Conductor X X x x X хх X X x x X X X x x x x x Figure 9: A conducting ring of radius Rused in question B2
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Case II) Next, we place the ring from part a in a time-varying magnetic field given by

  B = B0 (1 − t/T)  0 < t ≤ T

a) Calculate the induced emf in the loop.

b) Calculate the magnitude of the induced current in the ring. 

c) State the direction of the induced current in the ring. Sketch the current and justify your answer.

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Follow-up Question

next part of this question:

Next, we place the ring from part a in a time-varying magnetic field given by:

B= B0(1-t/T)    0 < t ≤ T

a) calculate the induced emf in the loop

b) calculate the magnitude of the induced current in the ring

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Follow-up Question

Next, we place the ring from part a in a time-varying magnetic field given by

B = B0 (1 - t/T)     0 < t ≤ T

a) Calculate the induced emf in the loop

b) Calculate the magnitude of the induced current in the ring

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