Download presentation
Presentation is loading. Please wait.
Published byErik Watts Modified over 9 years ago
1
Warm-up—1/15/14 What happens when you rotate a coil of conductive material through a uniform magnetic field (not just move it linearly)?
2
Assess. State. 12.2.1 – 12.2.9 Assess. State. 12.3.1 – 12.3.5 Due Friday, 1/16/15
3
AC Generator As the ring rotates within the magnetic field, what happens?
4
AC generators Video link (it’s old…and if you watch the whole thing, it’s long, but it’s good)—we’re just going to watch the first few minutes today http://www.youtube.com/watch?v=LisefA_YuVg&safe=active
5
In a nutshell… DC generators—use a split-ring commutator to ensure that the direction of the induced emf (and resulting current) is always in the same direction upon output from the generator AC generators—use a set of slip rings to provide constant contact with the brushes, resulting in an induced emf and current that are alternating in magnitude and in direction
6
Peak voltage
7
Peak Voltage
8
Peak Current
9
Power in an AC Circuit
10
Power is always a positive value, and will be equal to zero Watts every half rotation of the coil. Average power is ½ the peak power:
11
rms Voltage
13
Transformers A tool used to take advantage of the fact that an alternating current generates an alternating magnetic flux in a coil. An iron core connects two separate coils Primary coil the coil that is the “input” to the transformer Incoming alternating current generates an ever-changing flux Secondary coil the coil that delivers the “output” Because of the iron core, the flux from the primary coil induces an emf in the secondary coil and, therefore, a current
14
Transformers--quantified
15
Transformers--continued
16
Example:
17
Step-down and Step-up Transformers Step-Down: A transformer designed to have a high input voltage and a low output voltage There will be fewer loops in the secondary coil Step-up: A transformer designed to have a low input voltage and a higher output voltage More loops in secondary coil
Similar presentations
© 2025 SlidePlayer.com. Inc.
All rights reserved.