HW 7-9
- Due Dec 2, 2021 by 11:59pm
- Points 20
- Submitting a text entry box, a website url, or a file upload
Questions of the Day: (It is ok to update your cookbooks/notes from before and use them again)
- How do you solve RLC circuits using the KVL/KCL method?
- How do you solve RLC circuits using the node-voltage method?
Reference Material:
ALL methods you learned previously for analyzing resistive (R) circuits apply the SAME way to RLC circuits using impedance (Z) instead of resistance (R). Impedance: ZR = R ; ZC = 1/(jC); ZL = jL ; = 2F; j = sqrt(-1)
Today we are covering:
Other methods you can use, which we have already covered include:
- Combining Z in series and parallel Download Z in series and parallel
- Voltage and Current Dividers Download Voltage and Current Dividers
Other methods you can use with impedance (but which I won't require) include:
- Thevenin/Norton (Source transformation) Download Thevenin/Norton (Source transformation)
- Superposition
- Mesh Current Download Mesh Current
To do the MATH (I do not expect you to do this by hand):
- Use your calculator OR
- Matlab. For example: RLC series.m Download RLC series.m
- On the exam (2014 spring, check with your professor for all other semesters!), having the correct equation will be sufficient to get full credit.
Problem | What you should learn | Solution | Similar problems |
7.57 |
Node Voltage applied to Z This is like prob3-7s.pdf Download prob3-7s.pdf |
C3-7.57s.pdf Download C3-7.57s.pdf |
C3-7.59s.pdf Download C3-7.59s.pdf C3-7.62s.pdf Download C3-7.62s.pdf
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7.59 |
Node Voltage applied to Z This is like prob3-15s.pdf Download prob3-15s.pdf |
C3-7.59s.pdf Download C3-7.59s.pdf | C3-7.58s.pdf Download C3-7.58s.pdf |
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Solve using KVL/KCL 7.69 |
KVL/KCL applied to Z |
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