2260 |
Unit 4 |
|
N. Cotter |
STUDY GUIDE* |
To pass the unit exam, you must be able to do the following (using books and notes):
Learning Objective |
Reading |
|
Power electronics3-phase systemsExample 1 (pdf)Example 2 (pdf) |
4.1. Solve for phase and line voltages and currents in balanced three-phase circuits, including Y-Y, Y-Δ, D-Y, and Δ-D. |
Chap 11 Sec 11.1- 11.4 |
Power electronicsAC powerTutorial | (pdf)p(t), P, QExample 1 (pdf)Example 2 (pdf)Example 3 (pdf) |
4.2. For the sinusoidal steady-state case, find the instantaneous, average, and reactive power delivered or absorbed by sources or circuit elements. Find the power factor for specified cases. |
Chap 10 Sec 10.1- 10.2 |
Power electronicsAC powerRMS (root-mean-square)Example 1 (pdf)Example 2 (pdf) |
4.3. Find the effective (rms) value of a given periodic function. |
Chap 9 Sec 9.1 Chap 10 Sec 10.3 Chap 16 Sec 16.7 |
Power electronicsAC powerComplex powerExample (pdf) |
4.4. Calculate complex power for specified circuits and explain its meaning. |
Chap 10 Sec 10.4- 10.5 |
Power electronics3-phase systemsPowerExample (pdf) |
4.5. Calculate complex power and power in balanced three-phase circuits. |
Chap 11 Sec 11.5
|
TransformersLinear transformersExample (pdf) |
4.6. Calculate voltages, currents, power, and impedances in circuits containing linear transformers.
|
Chap 6 Sec 6.4- 6.5 Chap 9 Sec 9.10 |
TransformersIdeal transformersExample 1 (pdf)Example 2 (pdf) |
4.7. Calculate voltages, currents, power, and impedances in circuits containing ideal transformers.
|
Chap 9 Sec 9.11 |
* The material in this handout is based extensively on concepts developed by C. H. Durney, Professor Emeritus of the University of Utah.