7.DetailSyllabusandDeliveryPlanning DateModified:

Note: 1. Tutorial sessions (1h): 4 to 6 weeks throughout the semester

2. Test 1 (Week 6-8); Test 2 (Week 10-12) 18/02/2013

Week Contents Ref.

Chapter1:IntroductiontoSignalsandSystems

Introduction to signal and system, basic concept of signal and system

Classification of signal

Continuous-time (CT) and Discrete-time (DT), Periodic, Aperiodic, Even

and Odd Signals

Singularity Funtion

Unit Step, Ramp and Exponential

Basic Operation on Signal for CT and DT signals.

Representation of Signal

Basic System Properties

Chapter2:LinearTime-InvariantSystem

Defination of LTI System

Convolution Integral

Convolution Sum

Properties of LTI System

Chapter3:FourierSeriesRepresentationofPeriodicSignals

Continous Time Fourier Series

Discrete Time Fourier Series

Filtering & Examples of CT and DT Filters

Chapter4:TheContinuous-TimeFourierTransform

Representation of aperiodic Signal: The CT Fourier Transform

Properties of the Continuous-Time Fourier Transform

of CT Fourier Transform

Chapter4:TheDiscrete-TimeFourierTransform

Discrete-TimeFourier Transform;

Properties of the Discrete-Time Fourier Transform;

Systems Characterized by Linear Constant-Coefficient Difference Equations

Chapter5:Z-Transform

The Z-Transform;

The region of Convergence for Z-Transform

The Inverse Z-Transform

Properties of Z-Transform

Analysis & Characterization of LTI Systems Using Z-Transforms

REVISIONWEEK

EXAMINATIONWEEK

1

2

3

4

5

6

Systems Characterized by Linear Conatant-Coefficient Differential Equations

12

13

14

7

MIDSEMESTERBREAK

8

9

10

11