Motional EMF -- problem 7.7 in Griffith

AI Thread Summary
The discussion focuses on solving parts (c) and (d) of problem 7.7 from Griffith's textbook regarding motional EMF. It is noted that the magnetic force acting on the bar does not perform work, which implies the bar's speed remains constant at v0. However, confusion arises in part (d) regarding the source of energy dissipated in the resistor, as energy is being lost despite the magnetic force's characteristics. The energy dissipated in the resistor can be calculated using the integral ∫i²R dt. Clarification is sought on the relationship between the magnetic force, energy dissipation, and the resistor's role in the system.
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Homework Statement


7.7.png

I need help in solving (c) and (d).

Homework Equations

The Attempt at a Solution


Since the force acting on the bar is Magnetic force and magnetic force does no work, the speed of the bar will remain same i.e. v0.
Question (d) is not making sense to me.
 
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Pushoam said:
Since the force acting on the bar is Magnetic force and magnetic force does no work, the speed of the bar will remain same i.e. v0.
Energy is being dissipated in the resistor. Where is this energy coming from?
 
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Pushoam said:
Question (d) is not making sense to me.
Compute the energy dissipated in the resistor as ∫i2R dt.
 
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