Alternating Current — Flashcards
ICSE · Class 12 · Physics
37 flashcards for Alternating Current (ICSE Class 12 Physics) to test yourself on key terms and facts. Sample: "State the equation of alternating current"
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State the equation of alternating current and define its peak value.
Answer
Equation: I = I0 sin ωt. The current changes periodically in magnitude and direction. Peak value I0 is the maximum value reached by the current in a cycle. Units: I in ampere, ω in rad s^-1, t in s.
A current is given by I = 6 sin(314 t) A. Find the peak value, angular frequency, period, and frequency.
Answer
Given: I = 6 sin(314 t) A Step 1: Compare with I = I0 sin ωt. So, I0 = 6 A and ω = 314 rad s^-1. Step 2: Period T = 2π/ω = 2π/314 s ≈ 0.02 s. Step 3: Frequency f = 1/T = 50 Hz. Answer: Peak current = …
State the formula for peak emf induced in a rotating coil and explain the meaning of each symbol.
Answer
Formula: V0 = NBAω. Here, N = number of turns, B = magnetic field, A = area of coil, ω = angular velocity. The induced emf becomes maximum when the rotating coil cuts magnetic flux most effectively.
A domestic AC supply is 220 V rms. Find the peak voltage.
Answer
Given: Vrms = 220 V Formula: Vrms = V0/√2 Step 1: V0 = √2 × Vrms Step 2: V0 = 1.414 × 220 V = 311 V Answer: Peak voltage = 311 V.
Why does a moving coil galvanometer show no deflection in an AC circuit?
Answer
AC changes direction very rapidly, so the torque on the galvanometer needle also changes direction. Because of inertia, the needle cannot follow these rapid reversals and remains nearly at rest. This …
State the mean value of AC over one complete cycle and over one half-cycle.
Answer
Mean value over one complete cycle = 0. Mean value over one half-cycle: Im = (2/π)I0 = 0.637 I0. The full-cycle mean is zero because positive and negative halves cancel each other.
A sinusoidal current has peak value 10 A. Find its rms value and mean value over a half-cycle.
Answer
Given: I0 = 10 A Step 1: Irms = I0/√2 = 10/1.414 A = 7.07 A Step 2: Im = 0.637 I0 = 0.637 × 10 A = 6.37 A Answer: rms value = 7.07 A, half-cycle mean value = 6.37 A.
Why is the rms value of AC used instead of the mean value over a full cycle?
Answer
The mean value over a full cycle is zero, so it cannot represent the heating effect of AC. The rms value is based on the same heating effect as DC and gives the effective value of AC in a circuit.
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