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Applications of Electromagnetism
32

Applications of Electromagnetism. Electromagnetic Waves.

Mar 26, 2015

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Jeremiah Kirk
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Page 1: Applications of Electromagnetism. Electromagnetic Waves.

Applications of Electromagnetism

Page 2: Applications of Electromagnetism. Electromagnetic Waves.

Electromagnetic Waves

Page 3: Applications of Electromagnetism. Electromagnetic Waves.

A changing magnetic field generates an electric field.

B E

A changing electric field generates a magnetic field.

E B

Page 4: Applications of Electromagnetism. Electromagnetic Waves.

changing E

ELECTROMAGNETIC WAVE

speed = c (speed of light; 3.00 x 108 m/s)

changing B

changing Echanging B

Page 5: Applications of Electromagnetism. Electromagnetic Waves.

EM Wave

Page 6: Applications of Electromagnetism. Electromagnetic Waves.

E ┴ B ┴ v

v

Page 7: Applications of Electromagnetism. Electromagnetic Waves.

EM waves produced by accelerated electric charges.

To produce an EM wave:

Page 8: Applications of Electromagnetism. Electromagnetic Waves.

Electromagnetic Spectrum

v = λ f

Page 9: Applications of Electromagnetism. Electromagnetic Waves.

Transformers

Page 10: Applications of Electromagnetism. Electromagnetic Waves.

A changing magnetic field in the primary coil induces a current in the secondary coil.

Page 11: Applications of Electromagnetism. Electromagnetic Waves.

Use an alternating current to produce a constantlychanging magnetic field.

Page 12: Applications of Electromagnetism. Electromagnetic Waves.
Page 13: Applications of Electromagnetism. Electromagnetic Waves.

EMF in a coil depends on the number of turns of wire in that coil.

Step-up Transformer

EMF α N

Page 14: Applications of Electromagnetism. Electromagnetic Waves.

Step-Down Transformer

Secondary coil has fewer turns (N) than the primary.

EMFs Ns

---------- = --------

EMFp Np

Page 15: Applications of Electromagnetism. Electromagnetic Waves.

Power in a Transformer

If there are no losses (ideal transformer),

Powerprimary = Powersecondary

Power = voltage x current

EMFp x Ip = EMFs x Is

since voltage = EMF

Page 16: Applications of Electromagnetism. Electromagnetic Waves.

Step-up transformer: increases EMF, decreases current

Step-down transformer: decreases EMF, increases current

EMF α 1/I

Page 17: Applications of Electromagnetism. Electromagnetic Waves.

Electric Power Transmission

Power loss in wires occurs when current is high.

Use step-up transformer to transmit power at high emf and low current (minimize power loss).

Page 18: Applications of Electromagnetism. Electromagnetic Waves.

Electric Motor

Page 19: Applications of Electromagnetism. Electromagnetic Waves.

Motor: Converts electrical energy into mechanical energy.

Page 20: Applications of Electromagnetism. Electromagnetic Waves.
Page 21: Applications of Electromagnetism. Electromagnetic Waves.

Commutators – switch the current direction in the armature coil every half turn

wire wrappings which turn

field poles

Page 22: Applications of Electromagnetism. Electromagnetic Waves.

In an A.C. motor, input electricity continually switches direction; commutators not needed.

Page 23: Applications of Electromagnetism. Electromagnetic Waves.
Page 24: Applications of Electromagnetism. Electromagnetic Waves.
Page 25: Applications of Electromagnetism. Electromagnetic Waves.
Page 26: Applications of Electromagnetism. Electromagnetic Waves.
Page 27: Applications of Electromagnetism. Electromagnetic Waves.

Maximum induced current whencutting through lines of magnetism

Page 28: Applications of Electromagnetism. Electromagnetic Waves.

With each ½ turn, wire in the armature changes its direction of motion in magnetic field.

Induced Alternating Current

Page 29: Applications of Electromagnetism. Electromagnetic Waves.

A.C. Generator

Page 30: Applications of Electromagnetism. Electromagnetic Waves.

D.C. Generator

To produce an output of D.C., use

commutators to switch current direction.

Page 31: Applications of Electromagnetism. Electromagnetic Waves.

Motor vs. Generator

Motor: converts electrical energy to mechanical energy

Generator: converts mechanical energy to electrical energy

Page 32: Applications of Electromagnetism. Electromagnetic Waves.

When a motor is spinning, it also acts as a generator and generates an EMF oppositethe supplied EMF.

This is called the back EMF.