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Electromagnetic Induction (9 of 15) Induced Emf in a Coil of Wire, Example No. 3, Part 1

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July 4, 2018
by
Step by Step Science
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Electromagnetic Induction (9 of 15) Induced Emf in a Coil of Wire, Example No. 3, Part 1

TL;DR

Calculating induced voltage in a moving metal bar through a magnetic field with changing flux.

Transcript

okay in today's video we are going to be going over another example problem talking about induced voltage and calculating the induced voltage and this is a situation that we have we have this metal bar which is sitting on top of these metal railings which have this resistor connected to them and we're going to have a circuit through this bar and th... Read More

Key Insights

  • 🤢 Induced voltage results from a moving metal bar in a magnetic field with changing flux.
  • 🤢 Calculating induced voltage involves Faraday's law and the velocity of the bar.
  • 🤘 Lenz's law influences the sign of the induced voltage to oppose flux changes.

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Questions & Answers

Q: How is induced voltage calculated in a moving metal bar through a magnetic field?

Induced voltage is calculated using Faraday's law, considering the change in magnetic flux and the velocity of the bar.

Q: Why is the change in magnetic flux crucial for inducing voltage?

Voltage is induced when the magnetic flux through a coil changes over time due to the motion of the metal bar through the magnetic field.

Q: What role does Lenz's law play in calculating induced voltage?

Lenz's law dictates that the induced voltage has a negative sign to oppose the change in magnetic flux, ensuring energy conservation principles.

Q: How is the induced voltage graphed over time with respect to changing flux?

The induced voltage graph shows a constant value during the period of changing flux and returns to zero once the flux stabilizes, as illustrated in the video.

Summary & Key Takeaways

  • Metal bar moving through a magnetic field with varying flux.

  • Calculating induced voltage using Faraday's law and velocity.

  • Graphing the change in magnetic flux and induced voltage over time.


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