Pragmatic circuits frequency domain /
Pragmatic Circuits: Frequency Domain goes through the Laplace transform to get from the time domain to topics that include the s-plane, Bode diagrams, and the sinusoidal steady state. This second of three volumes ends with a-c power, which, although it is just a special case of the sinusoidal steady...
Main Author: | |
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Format: | Electronic |
Language: | English |
Published: |
San Rafael, Calif. (1537 Fourth Street, San Rafael, CA 94901 USA) :
Morgan & Claypool Publishers,
c2006.
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Series: | Synthesis lectures on digital circuits and systems (Online) ;
#3. |
Subjects: | |
Online Access: | Abstract with links to full text |
Table of Contents:
- Laplace transforms: S is a big help
- Time domain example
- Solution via nodal analysis
- Solution via state equations
- Zero input & zero state
- Zero-input response
- Zero-state response
- Total response
- Transform the example
- Example in the time domain
- Transforming the equations
- Solving in the s-domain
- Transforming the circuit
- Transforming the elements
- Transforming a circuit
- Transformed circuit with numbers
- Original example to S
- S-domain solution
- Zero input and zero state
- Steady-state result
- Initial and final value
- S'more examples
- Circuit design example
- Summary
- Frequency domain: Where S is king
- Working with Z(s)
- Some things to note about Z(s)
- One more: Example III
- Transfer functions H(s)
- Some things to note about H(s)
- The s-plane
- What is S
- What is the S-plane
- Another Z(s) example
- An example of H(s)
- Another H(s) example
- What's this all about
- Circuit design example
- Try no. 1
- Try no. 2
- Commercial values
- Summary
- Frequency response: [omega] is king
- H[omega]
- Sinusoidal steady state
- Bode diagrams
- Decibels
- Example
- An Example in hertz
- Another example
- Resonance
- Series RLC circuit
- Parallel RLC circuit
- Resonance and bandwidth
- Q
- Resonance example
- Another example or two
- Circuit design example
- Whistle filter specifications
- First try
- Second try
- Scaling
- Final circuit for whistle filter
- Summary
- Power in AC circuits: SPQR without a Roma
- Phasor domain
- Time-domain solution
- Phasor-domain solution
- Proportionality
- Coupled coils
- Thévenin equivalent
- AC power
- Simple example of AC power
- General case
- Complex power
- Power(ful) examples
- Design example
- Summary.