CCE 3201 - Filters & Digital Signal Processing

Credits:   4 
Lectures/Tut.: 28 
Labs:    9hrs 
Prerequisite: CCE 2101
Leads to:       CCE 4201

Detailed Syllabus

• The z-transform
• Properties of the z-transform
• Analysis of linear time-invariant systems in the z-domain
• Causality and stability
• Discrete Fourier Transform
• Frequency domain sampling
• Properties of the DFT
• Circular convolution
• Fast Fourier Transform
• DFT for long data sequences
• Analogue Filters
• Modern Filter Theory:  Characteristics of lowpass, hghpass, bandpass, bandstop and comb filters.
• Filter Section Approximations:  Butter worth, Chebyshev and Bessel Filters
• Frequency Transformations
• Circuit Synthesis:  Poles, zeros and impulse response.
• Use of filter design software and filter tables.
• Design of digital filters
• Various Designs for linear phase FIR filters
• Design of IIR filters from analogue filters
• Direct design of digital IIR filters
• Decimation and Interpolation
• Realisation of discrete time systems
• Quantisation effects in digital signal processing.

Laboratory Work

Assessment
Coursework - 20% 
Exam - 80%

Textbooks

• Proakis Minolakis Digital Signal Processing, 3rd edition, Prentice-Hall