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Transforming energy with magnetism
Magnetic Induction Transforming energy with magnetism
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Lorentz Force Reminder
F = qv B Source: Griffith, The Physics of Everyday Phenomena F is directed out of the screen.
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CPS Question What is the direction of the Lorentz force on the charges moving in this wire? B A. D. B. E. C. F. I
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Current in a Field Feels a Force
B F I
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Circuit in a Field Has Torque
B I I
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Torque Turns a Motor I current I force F B
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Moving Creates a Potential
– B v + induced potential
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Notice the direction B I A current moved the wire
The motion created an emf opposing the current that initiated it!
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Rotating Loop Creates Circuit
B V V
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Rotating Loop Creates Circuit
B V V
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Rotation Powers a Generator
v Motion B through the field V induces a potential which generates a current that charges the battery
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Group Work a b c d e At which position(s) do the most magnetic field lines pass through the loop? At which position(s) is the number of field lines through the loop changing the fastest?
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Flux Change Creates Emf
Faraday’s Law Changing the magnetic flux through a loop creates an emf around the loop. e = -D(BA) Dt B = field A = area BA = flux
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Faraday’s Law Greatest flux F when perpendicular
b c d e Greatest flux F when perpendicular Fastest change in flux DF/Dt when parallel
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Induced current direction
Lenz’s Law The current induced by changing the magnetic flux inside a circuit generates a magnetic field that opposes the change.
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Lenz’s Law Explains Generator
changing field e opposing field B needed I
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Group Work What is the Lorentz force on each side? Which direction is the flux change? What current would oppose it? B If the loop inside this magnetic field expands, in what direction will the induced current be?
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Group Work Which direction is the flux change? What current would oppose it? B If the magnetic field becomes weaker, in what direction will the induced current be?
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How a Microphone Works microphone geophone
Flux inside loop becomes more
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How a Loudspeaker Works
induced motion of magnet current-generated field attracts or repels magnet current
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AC Transformers Source: OSHA
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Flux Change Creates Emf
Rapidly changing field high induced emf unchanging field zero induced emf
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How a Transformer Works
AC current in the primary coils creates a changing magnetic field. The magnetic flux inside the secondary coils changes Changing flux induces emf in the secondary coils
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Potential Proportional to Loops
Same flux F through both sets of windings Each loop adds emf Emf’s V are proportional to the number of loops N V1 N1 V2 N2 =
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Energy is Conserved Ideally: power in = power out V1I1 = V2I2
Realistic: power in > power out Efficiencies usually around 95%
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Transformer Summary Power in power out loops higher V, lower I
loops lower V, higher I
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Question A “step-down” transformer converts input at 120 V to output at 20 V. If the input circuit has 1100 W, how much power is available at the output? 200 W. 660 W. 1100 W. 2400 W.
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General Physics L18_Faraday
Group Work A transformer with 1000 primary windings converts AC at 110 V (primary) to 220 V (secondary). Which is greater: the potential in the primary circuit or the potential in the secondary circuit? Where will the number of loops be greater: in the primary or in the secondary?
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Group Work A transformer with 1000 primary windings converts AC at 110 V (primary) to 220 V (secondary). What is the voltage ratio V2/V1? What is the loops ratio N2/N1? How many loops are in the secondary circuit (N2)?
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Group Work A transformer with 1000 primary windings converts AC at 110 V (primary) to 220 V (secondary). What is the current ratio I2/I1?
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Formulas for Transformers
Loops: V1 V2 N1 N2 = Power: V1I1 = V2I2 Potential: V2 = V1 I1 I2 = V1 N2 N1 Current: I2 = I1 V1 V2 = I1 N1 N2
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Example A transformer with 5000 primary coils and 100 secondary coils has an input voltage of 50 kV. What is the output voltage? Vout = Vin Nout/Nin = (50 kV)(100/5000) = (50 kV)/50 = 1 kv = 1,000 V
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