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Electromagnetism GapFill

Target Level
C
Running Total
0
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Attempt
1 of 3

You must fill all the gaps before clicking ‘Check Answers!’

Electromagnetism describes how electric currents and magnetic fields interact; currents generate magnetic fields, and magnetic fields can induce currents. One of the key laws of electromagnetism is the Faraday-Lenz law, which states that an induced emf is proportional to the rate of change of magnetic flux linkage, in the direction opposing the inducing change, which can be written more succinctly as  ε = -NΔΦ/Δtε = NΔΦ/Δtε = -Φ/tε = ΔΦ/Δt. For a rotating coil, the induced emf follows the equation  ε = BANωtan(ωt)ε = BANω ÷ sin(ωt)ε = BANωsin(ωt)ε = BANω ÷ tan(ωt).
Electricity is transmitted as an alternating current, with current and potential difference being sinusoidal; this means that the power dissipated by a wire carrying an alternating current can be written as  P = (I0tanωt)²RP = (I0sinωt)²RP = (I0sinωt)² ÷ RP = (I0sinωt)R. Alternating currents can be seen by using  a cyclotronan oscilloscopea resistor a search coil.
A transformer is a device which uses two coils to induce an emf to raise or lower a potential difference as necessary. A step-up transformer will  increase current and keep potential difference constantincrease both potential difference and currentincrease potential difference and keep current constantincrease potential difference and decrease current in the secondary coil compared to the transformer's primary coil. The equation  NsVs = NpVpNs ÷ Np = Vs ÷ VpNs + Np = Vs + VpNsNp = VsVp can be used to find the potential differences across the coils and the number of turns in the coils.
Transformers will never be perfectly efficient. Inefficiencies might be caused by  eddy currentslaminar currentsvortex currentsresistance pockets, which cause heating in the coils of the transformer. The efficiency of a transformer equals  IsIs ÷ VpVpIsVs ÷ IpVpIpVp ÷ IsVsIpIsVpVs. The power lost over a component or wire is expressed in terms of the power transmitted as  PR² ÷ VP²R ÷ VP²R ÷ V²PR ÷ V.

This is your 1st attempt! You get 3 marks for each one you get right. Good luck!

Pass Mark
72%