Advanced Filter Design for Signal Processing using
MATLAB
and
Mathematica
Contents
Classical Analog Filter Design
- Introduction to Analog Filters
- Basic Filter Transfer Functions
- Second-Order Transfer Functions
- Lowpass Transfer Function
- Highpass Transfer Function
- Bandpass Transfer Function
- Bandreject Transfer Function
- Lowpass-Notch and Highpass-Notch Transfer Function
- Allpass Transfer Function
- Amplitude Equalizer Transfer Function
- Decomposition of Transfer Functions
- Pole-Zero Pairing
- Optimum Cascading Sequence
- Sensitivity
- Basic Definitions
- Sensitivity of Second-Order Transfer Function
- Sensitivity to Passive Components
- Gain-Sensitivity Product (GSP)
- Analog Filter Realizations
- OpAmp Active RC Filters
- Low-Q-factor Biquadratic Realizations
- Lowpass Low-Q-factor Realization
- Highpass Low-Q-factor Realization
- Bandpass Low-Q-factor Realization
- Bandreject Low-Q-factor Realization
- Allpass Low-Q-factor Realization
- Medium-Q-factor Biquadratic Realizations
- Lowpass Medium-Q-factor Realization
- Highpass Medium-Q-factor Realization
- Bandpass Medium-Q-factor Realization
- Bandreject Medium-Q-factor Realization
- Allpass Medium-Q-factor Realization
- Lowpass Notch Medium-Q-factor Realization
- Highpass Notch Medium-Q-factor Realization
- High-Q-factor Biquadratic Realizations
- Lowpass High-Q-factor Realization
- Highpass High-Q-factor Realization
- Bandpass High-Q-factor Realization
- Bandreject High-Q-factor Realization
- Allpass High-Q-factor Realization
- Lowpass Notch High-Q-factor Realization
- Highpass Notch High-Q-factor Realization
- General Purpose Realization
- Switched-Capacitor (SC) Filters
- Mode 1 SC Realization
- Mode 2 SC Realization
- Mode 3 SC Realization
- Mode 4 SC Realization
- Mode 5 SC Realization
- Modes 6 and 7 SC Realizations
- Low-Sensitive Lowpass Notch Realization
- Programmable Lowpass/Highpass SC Filters
- Passive RLC Filters
- Singly Terminated Ladder Realization
- Singly Terminated Ladder Realization with Zeros at the Origin
- Singly Terminated Ladder Realization with Complex Zeros
- Doubly Terminated Ladder Networks
- Doubly Terminated Ladder Realization with Complex Zeros
- Quality Factor of Inductors and Capacitors
- Operational Transconductance Amplifier (OTA) Filters
- Biquadratic OTA-C Realizations
- Simple OTA-C Biquads
- Simple OTA-C Lowpass Notch Biquad
- General OTA-C Biquads
- Current-Conveyor (CC) Filters
- Current-Conveyor Filters Based on Passive RLC Filters
- Current-Conveyor Filters Derived from Op Amp Active RC Filters
- Example Mathematica Notebooks
This page is maintained by
Prof. Dr Miroslav D. Lutovac
and
Prof. Dr Dejan V. Tosic.
Please send comments to
lutovac@galeb.etf.bg.ac.yu
and
tosic@telekom.etf.bg.ac.yu.
Last updated 1999/02/24 00:33.