Physics Flashcards: Explain Electromagnetic Induction

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.

Physics

Explain Electromagnetic Induction

0 mastered0 still learning

0% Complete

QUESTION
1/ 34

A coil has N=200N=200 and flux per turn changes at dΦdt=0.01 Wb s1\frac{d\Phi}{dt}=0.01\ \text{Wb s}^{-1}. Find ε|\varepsilon|.

Tap card or press Space to flip

ANSWER

2 V2\ \text{V}. ε=NdΦdt=200×0.01=2 V|\varepsilon| = N|\frac{d\Phi}{dt}| = 200 \times 0.01 = 2\ \text{V}.

How well did you know it?

Card 1 / 34

What this deck covers

This deck focuses on Explain Electromagnetic Induction, giving you a quick way to review the definitions, rules, and examples that matter most for Physics.

How to use these flashcards

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.

All flashcards

Flashcard 1: A coil has N=200N=200 and flux per turn changes at dΦdt=0.01 Wb s1\frac{d\Phi}{dt}=0.01\ \text{Wb s}^{-1}. Find ε|\varepsilon|.

Answer: 2 V2\ \text{V}. ε=NdΦdt=200×0.01=2 V|\varepsilon| = N|\frac{d\Phi}{dt}| = 200 \times 0.01 = 2\ \text{V}.

Flashcard 2: What is the direction rule for induced current when the magnetic flux increases?

Answer: The induced field opposes the increase in flux. Lenz's law: induced current creates field opposing flux increase.

Flashcard 3: Identify the meaning of the minus sign in ε=NΔΦΔt\varepsilon=-N\frac{\Delta\Phi}{\Delta t}.

Answer: Lenz's law: induced emf opposes the flux change. Induced effects always oppose their cause.

Flashcard 4: What experimental observation shows that faster motion induces a larger emf?

Answer: Greater galvanometer deflection at higher speed. Faster flux change produces larger ε|\varepsilon| by Faraday's law.

Flashcard 5: A loop moves into a region of stronger BB. What is the sign of dΦdt\frac{d\Phi}{dt}?

Answer: dΦdt>0\frac{d\Phi}{dt}>0. Flux increases as loop enters stronger field region.

Flashcard 6: A coil is moved out of a uniform magnetic field region. What must be true for induction?

Answer: The flux through the coil must change. Leaving field changes flux from BABA to zero.

Flashcard 7: A north pole moves away from a coil. Which pole is induced on the near face of the coil?

Answer: The near face becomes a south pole. Unlike poles attract to oppose separation.

Flashcard 8: A magnet is moved toward a coil faster. How does induced emf magnitude change?

Answer: It increases because ΔΦΔt\left|\frac{\Delta\Phi}{\Delta t}\right| increases. Faster motion gives larger flux change rate.

Flashcard 9: What is the direction rule for induced current when the magnetic flux decreases?

Answer: The induced field opposes the decrease in flux. Lenz's law: induced current tries to maintain original flux.

Flashcard 10: What evidence shows induced current depends on relative motion between magnet and coil?

Answer: Moving the coil instead of the magnet gives the same deflection. Either motion produces same flux change.

Flashcard 11: State Faraday's law in symbols for a coil with NN turns.

Answer: ε=NΔΦΔt\varepsilon=-N\frac{\Delta\Phi}{\Delta t}. Induced emf equals turns times rate of flux change.

Flashcard 12: A coil rotates so θ\theta increases from 00^\circ to 9090^\circ. What happens to Φ\Phi?

Answer: It decreases from BABA to 00. cos(90°)=0\cos(90°) = 0, so flux becomes zero.

Flashcard 13: Which change is necessary to induce an emf in a stationary closed loop?

Answer: A change in magnetic flux through the loop. Faraday's law requires dΦdt0\frac{d\Phi}{dt} \neq 0.

Flashcard 14: Which change increases magnetic flux Φ\Phi through a fixed coil: increasing BB, AA, or cosθ\cos\theta?

Answer: Any increase in BB, AA, or cosθ\cos\theta increases Φ\Phi. All three factors multiply to give flux.

Flashcard 15: What happens to induced emf if the number of turns NN in a coil is doubled?

Answer: It doubles, since εN\varepsilon\propto N. Faraday's law shows emf is directly proportional to turn count.

Flashcard 16: A transformer works by induction. What must be true about current in the primary coil?

Answer: It must be changing (typically alternating). AC creates changing flux in the core.

Flashcard 17: What happens to induced emf if the number of turns doubles, with the same ΔΦΔt\frac{\Delta\Phi}{\Delta t}?

Answer: It doubles: εN\varepsilon\propto N. Faraday's law shows emf is directly proportional to NN.

Flashcard 18: Use Faraday's law: if ΔΦ=0.020Wb\Delta\Phi=0.020\,\text{Wb} in 0.10s0.10\,\text{s} for N=50N=50, find ε|\varepsilon|.

Answer: ε=10V|\varepsilon|=10\,\text{V}. ε=50×0.0200.10=10V|\varepsilon| = 50 \times \frac{0.020}{0.10} = 10\,\text{V}

Flashcard 19: What is the induced current direction rule that opposes the change in flux called?

Answer: Lenz's law. States induced current opposes flux change.

Flashcard 20: A loop has A=0.30 m2A=0.30\ \text{m}^2, B=0.40 TB=0.40\ \text{T}, and θ=90\theta=90^\circ. What is Φ\Phi?

Answer: 0 Wb0\ \text{Wb}. cos(90°)=0\cos(90°) = 0, so flux is zero when B\vec{B} \perp area normal.

Flashcard 21: A loop moves out of a magnetic field region so flux decreases. What is the sign of dΦdt\frac{d\Phi}{dt}?

Answer: dΦdt<0\frac{d\Phi}{dt}<0. Flux decreases as loop exits field region.

Flashcard 22: What experimental observation shows that reversing motion reverses induced current?

Answer: Galvanometer deflection reverses when motion direction reverses. Reversing dΦdt\frac{d\Phi}{dt} sign reverses induced current direction.

Flashcard 23: What does magnetic flux Φ\Phi equal for a uniform field through area AA?

Answer: Φ=BAcosθ\Phi=BA\cos\theta. Flux is field times area times cosine of angle between them.

Flashcard 24: A rod moves parallel to magnetic field lines. What is the motional emf?

Answer: ε=0\varepsilon=0. No flux cut when motion is along field lines.

Flashcard 25: Identify the condition that produces zero induced emf in a loop.

Answer: dΦdt=0\frac{d\Phi}{dt}=0. No flux change means no induced emf by Faraday's law.

Flashcard 26: A north pole approaches a coil. Which face of the coil becomes a north pole?

Answer: The near face becomes a north pole. Like poles repel to oppose approach.

Flashcard 27: What evidence shows that induced current creates its own magnetic field?

Answer: It produces a force opposing motion or a measurable magnetic effect. Induced currents create observable magnetic forces and fields.

Flashcard 28: What condition must occur for an emf to be induced in a conductor or coil?

Answer: A changing magnetic flux linkage through it. Faraday's law requires flux change for induction.

Flashcard 29: A loop has A=0.50 m2A=0.50\ \text{m}^2, B=0.20 TB=0.20\ \text{T}, and θ=0\theta=0^\circ. What is Φ\Phi?

Answer: 0.10 Wb0.10\ \text{Wb}. Φ=BAcos(0°)=0.20×0.50×1=0.10 Wb\Phi = BA\cos(0°) = 0.20 \times 0.50 \times 1 = 0.10\ \text{Wb}.

Flashcard 30: Which observation is direct evidence of electromagnetic induction in a coil?

Answer: A galvanometer deflects only while flux is changing. No deflection when flux is constant proves change is needed.

Flashcard 31: What does the minus sign in Faraday's law represent?

Answer: Lenz's law: induced emf opposes the change in magnetic flux. Induced current creates field opposing the flux change.

Flashcard 32: What experimental observation shows that reversing magnet polarity reverses induced current?

Answer: Galvanometer deflection reverses when the magnet is flipped. Flipping magnet reverses B\vec{B} direction and flux change sign.

Flashcard 33: If a magnet is held stationary inside a coil, what is the induced emf?

Answer: ε=0\varepsilon=0. No flux change means no induced emf by Faraday's law.

Flashcard 34: State the formula for motional emf for a rod of length \ell moving at speed vv in field BB.

Answer: ε=Bv\varepsilon=B\ell v. Derived from Faraday's law for moving conductor.