EMF Induction in Rotating Loop

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Questions and Answers

What is the direction of the magnetic field B under the pole face?

  • Perpendicular to the rotor surface (correct)
  • Parallel to the plane of the page
  • Tangential to the path of rotation
  • Parallel to the rotor surface

What is the direction of the induced voltage on segment ab?

  • Perpendicular to the plane of the page
  • Into the page (correct)
  • Out of the page
  • Parallel to the rotor surface

What is the voltage in segment bc?

  • Non-zero and out of the page
  • Non-zero and into the page
  • Zero (correct)
  • Parallel to the plane of the page

What is the direction of the velocity of the wire in segment ab?

<p>Tangential to the path of rotation (B)</p> Signup and view all the answers

What is the equation for the voltage induced on each segment of the loop?

<p>e ind = (vxB)I (D)</p> Signup and view all the answers

What is the shape of the wire loop?

<p>Rectangular (D)</p> Signup and view all the answers

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Study Notes

Voltage Induction in a Rotating Loop

  • A voltage is induced in a wire loop when the rotor of a machine is rotated.

Magnetic Field and Rotor Surface

  • The magnetic field is constant and perpendicular to the rotor surface everywhere under the pole faces.
  • The magnetic field rapidly falls to zero beyond the edges of the poles.

Voltage in Each Segment of the Loop

  • Segment ab:
    • Velocity of the wire is tangential to the path of rotation.
    • Magnetic field B points out perpendicular to the rotor surface.
    • v × B points into the page, resulting in a positive voltage.
    • e ba = (v × B)l, where v is velocity, B is magnetic field, and l is length.
  • Segment bc:
    • v × B is either into or out of the page, while length l is in the plane of the page.
    • v × B is perpendicular to l, resulting in zero voltage.
    • e cb = 0
  • Segment cd:
    • Velocity of the wire is tangential to the path of rotation.
    • Magnetic field B points in perpendicular to the rotor surface.
    • v × B points out of the page, resulting in a voltage.
    • e dc = (v × B)l, where v is velocity, B is magnetic field, and l is length.

Total Voltage

  • The total voltage etot is the sum of the voltages in each segment of the loop.

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