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This deck focuses on Explain Electromagnetic Induction, giving you a quick way to review the definitions, rules, and examples that matter most for Physics.
Study Explain Electromagnetic Induction in Physics with focused flashcards that help you recognize the idea, recall the key rule, and apply it in practice-style prompts.
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A coil has N=200 and flux per turn changes at dtdΦ=0.01 Wb s−1. Find ∣ε∣.
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2 V. ∣ε∣=N∣dtdΦ∣=200×0.01=2 V.
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This deck focuses on Explain Electromagnetic Induction, giving you a quick way to review the definitions, rules, and examples that matter most for Physics.
Work through these flashcards in short sessions. Try to answer each prompt before flipping the card, then revisit any cards you miss until the explanation feels automatic.
Answer: 2 V. ∣ε∣=N∣dtdΦ∣=200×0.01=2 V.
Answer: The induced field opposes the increase in flux. Lenz's law: induced current creates field opposing flux increase.
Answer: Lenz's law: induced emf opposes the flux change. Induced effects always oppose their cause.
Answer: Greater galvanometer deflection at higher speed. Faster flux change produces larger ∣ε∣ by Faraday's law.
Answer: dtdΦ>0. Flux increases as loop enters stronger field region.
Answer: The flux through the coil must change. Leaving field changes flux from BA to zero.
Answer: The near face becomes a south pole. Unlike poles attract to oppose separation.
Answer: It increases because ΔtΔΦ increases. Faster motion gives larger flux change rate.
Answer: The induced field opposes the decrease in flux. Lenz's law: induced current tries to maintain original flux.
Answer: Moving the coil instead of the magnet gives the same deflection. Either motion produces same flux change.
Answer: ε=−NΔtΔΦ. Induced emf equals turns times rate of flux change.
Answer: It decreases from BA to 0. cos(90°)=0, so flux becomes zero.
Answer: A change in magnetic flux through the loop. Faraday's law requires dtdΦ=0.
Answer: Any increase in B, A, or cosθ increases Φ. All three factors multiply to give flux.
Answer: It doubles, since ε∝N. Faraday's law shows emf is directly proportional to turn count.
Answer: It must be changing (typically alternating). AC creates changing flux in the core.
Answer: It doubles: ε∝N. Faraday's law shows emf is directly proportional to N.
Answer: ∣ε∣=10V. ∣ε∣=50×0.100.020=10V
Answer: Lenz's law. States induced current opposes flux change.
Answer: 0 Wb. cos(90°)=0, so flux is zero when B⊥ area normal.
Answer: dtdΦ<0. Flux decreases as loop exits field region.
Answer: Galvanometer deflection reverses when motion direction reverses. Reversing dtdΦ sign reverses induced current direction.
Answer: Φ=BAcosθ. Flux is field times area times cosine of angle between them.
Answer: ε=0. No flux cut when motion is along field lines.
Answer: dtdΦ=0. No flux change means no induced emf by Faraday's law.
Answer: The near face becomes a north pole. Like poles repel to oppose approach.
Answer: It produces a force opposing motion or a measurable magnetic effect. Induced currents create observable magnetic forces and fields.
Answer: A changing magnetic flux linkage through it. Faraday's law requires flux change for induction.
Answer: 0.10 Wb. Φ=BAcos(0°)=0.20×0.50×1=0.10 Wb.
Answer: A galvanometer deflects only while flux is changing. No deflection when flux is constant proves change is needed.
Answer: Lenz's law: induced emf opposes the change in magnetic flux. Induced current creates field opposing the flux change.
Answer: Galvanometer deflection reverses when the magnet is flipped. Flipping magnet reverses B direction and flux change sign.
Answer: ε=0. No flux change means no induced emf by Faraday's law.
Answer: ε=Bℓv. Derived from Faraday's law for moving conductor.