Course Details

Subject {L-T-P / C} : EE3403 : Digital Signal Processing { 3-0-0 / 3}

Subject Nature : Theory

Coordinator : Dr. Shekha Rai

Syllabus

• Module 1: An introduction to signals and systems (10 hours)
o Representation of signals in time domain
o Linear, time-invariant systems.
o Impulse response and convolution sum
o Sampling and Reconstruction of continuous time signals
o Characterization and properties of discrete time signals and systems
• Module 2: Discrete time Fourier transform (12 hours)
o Discrete time Fourier series and its properties
o Discrete time Fourier transform and its properties
o Discrete Fourier transform and its properties
o Fast Fourier transform algorithms
• Module 3: z-transform (6 hours)
o The Z-transform and its properties
o The inverse z-transform
o System function and system stability
o Transform analysis of linear time invariant systems
• Module 4: Digital filter design (10 hours)
o Implementation of structures for discrete time systems
o Design of FIR
o Design of IIR filters
• Module 5: Applications of DSP (2 hours)

Course Objectives

Course Outcomes

1. Identify the signals and systems <br />2. Apply the principles of discrete-time signal analysis to perform various signal operation <br />3. Calculate discrete time domain and frequency domain of signals using discrete Fourier series and Fourier transform. <br />4. Develop Fast Fourier Transform algorithms for faster realization of signals and systems. <br />5. Apply the principles of z-transforms for system stability. <br />6. Design digital FIR and IIR filter using windowing and impulse invariant/bilinear transformation respectively <br />.

Essential Reading

Supplementary Reading