SARDAR RAJA COLLEGE OF ENGINEERING ALANGULAM

Similar documents
Signals and Systems Using MATLAB

E C E S I G N A L S A N D S Y S T E M S. ECE 2221 Signals and Systems, Sem /2011, Dr. Sigit Jarot

II Year (04 Semester) EE6403 Discrete Time Systems and Signal Processing

2.1 BASIC CONCEPTS Basic Operations on Signals Time Shifting. Figure 2.2 Time shifting of a signal. Time Reversal.

Continuous-Time Signal Analysis FOURIER Transform - Applications DR. SIGIT PW JAROT ECE 2221

Digital Signal Processing

EEE33350 Signals and Data Communications

FUNDAMENTALS OF SIGNALS AND SYSTEMS

The University of Texas at Austin Dept. of Electrical and Computer Engineering Final Exam

Department of Electronic Engineering NED University of Engineering & Technology. LABORATORY WORKBOOK For the Course SIGNALS & SYSTEMS (TC-202)

Instruction Manual for Concept Simulators. Signals and Systems. M. J. Roberts

Signals. Continuous valued or discrete valued Can the signal take any value or only discrete values?

System analysis and signal processing

ELEC-C5230 Digitaalisen signaalinkäsittelyn perusteet

DIGITAL SIGNAL PROCESSING (Date of document: 6 th May 2014)

Lecture 2 Review of Signals and Systems: Part 1. EE4900/EE6720 Digital Communications

EECE 301 Signals & Systems Prof. Mark Fowler

The University of Texas at Austin Dept. of Electrical and Computer Engineering Midterm #2

Signals A Preliminary Discussion EE442 Analog & Digital Communication Systems Lecture 2

Spring 2018 EE 445S Real-Time Digital Signal Processing Laboratory Prof. Evans. Homework #1 Sinusoids, Transforms and Transfer Functions

Digital Signal Processing

Bibliography. Practical Signal Processing and Its Applications Downloaded from

Principles of Communications

! Discrete Time Signals. ! Signal Properties. ! Discrete Time Systems. ! Signals carry information. ! Examples:

GUJARAT TECHNOLOGICAL UNIVERSITY

COURSE PLAN. : DIGITAL SIGNAL PROCESSING : Dr.M.Pallikonda.Rajasekaran, Professor/ECE

Signal Characteristics

Frequency Division Multiplexing Spring 2011 Lecture #14. Sinusoids and LTI Systems. Periodic Sequences. x[n] = x[n + N]

CONTACT COURSE TITLE CATEGORY PERIODS. L T P C THEORY 1. MA8352 Linear Algebra and Partial Differential

Digital Signal Processing

(i) Understanding the basic concepts of signal modeling, correlation, maximum likelihood estimation, least squares and iterative numerical methods

The quality of the transmission signal The characteristics of the transmission medium. Some type of transmission medium is required for transmission:

IV Semester. Sl. No. Subject Code Subject Credits


Signal Processing Techniques for Software Radio

Sampling of Continuous-Time Signals. Reference chapter 4 in Oppenheim and Schafer.

B.Tech III Year II Semester (R13) Regular & Supplementary Examinations May/June 2017 DIGITAL SIGNAL PROCESSING (Common to ECE and EIE)

Final Exam Solutions June 7, 2004


Midterm 1. Total. Name of Student on Your Left: Name of Student on Your Right: EE 20N: Structure and Interpretation of Signals and Systems

Signal Processing for Speech Applications - Part 2-1. Signal Processing For Speech Applications - Part 2

(i) Understanding of the characteristics of linear-phase finite impulse response (FIR) filters

Communication Systems Modelling and Simulation

Digital Signal Processing

Digital Signal Processing (Subject Code: 7EC2)

Understanding Digital Signal Processing

(i) Understanding of the characteristics of linear-phase finite impulse response (FIR) filters

DIGITAL SIGNAL PROCESSING WITH VHDL

System Identification and CDMA Communication

Chapter 2: Signal Representation

ELECTRIC CIRCUITS. Third Edition JOSEPH EDMINISTER MAHMOOD NAHVI

EE 470 Signals and Systems

Theory of Telecommunications Networks

E LECTRONIC INSTRUMENTATION P.P.L. REGTIEN

Experiments #6. Convolution and Linear Time Invariant Systems

Introduction to Signals and Systems Lecture #9 - Frequency Response. Guillaume Drion Academic year

Digital Signal Processing:

Digital Imaging and Deconvolution: The ABCs of Seismic Exploration and Processing

EE228 Applications of Course Concepts. DePiero

The University of Texas at Austin Dept. of Electrical and Computer Engineering Midterm #1

Continuous time and Discrete time Signals and Systems

Digital Signal Processing. VO Embedded Systems Engineering Armin Wasicek WS 2009/10

Concordia University. Discrete-Time Signal Processing. Lab Manual (ELEC442) Dr. Wei-Ping Zhu

PYKC 27 Feb 2017 EA2.3 Electronics 2 Lecture PYKC 27 Feb 2017 EA2.3 Electronics 2 Lecture 11-2

Digital Signal Processing Lecture 1

Microcomputer Systems 1. Introduction to DSP S

ECE438 - Laboratory 7a: Digital Filter Design (Week 1) By Prof. Charles Bouman and Prof. Mireille Boutin Fall 2015

ECE 4600 Communication Systems

Fourier Transform Analysis of Signals and Systems

EE390 Final Exam Fall Term 2002 Friday, December 13, 2002

Digital Filters IIR (& Their Corresponding Analog Filters) Week Date Lecture Title

PRINCIPLES OF COMMUNICATIONS

ECE Digital Signal Processing

FFT analysis in practice

Basic Signals and Systems

EE 422G - Signals and Systems Laboratory

Digital Signal Processing

Thank you! Estimation + Information Theory. ELEC 3004: Systems 1 June

Pulse Code Modulation (PCM)

IV Semester Sl. No. Subject Code Subject Credits

6.02 Fall 2012 Lecture #13

Digital Video and Audio Processing. Winter term 2002/ 2003 Computer-based exercises

EE 403: Digital Signal Processing

2. Pre-requisites - CGS 2425 and MAC 2313; Corequisite - MAP 2302 and one of: EEL 3105, MAS 3114 or MAS 4105

It is the speed and discrete nature of the FFT that allows us to analyze a signal's spectrum with MATLAB.

EE 215 Semester Project SPECTRAL ANALYSIS USING FOURIER TRANSFORM

Lecture 4 Biosignal Processing. Digital Signal Processing and Analysis in Biomedical Systems

Teaching Plan - Dr Kavita Thakur

ECE 429 / 529 Digital Signal Processing

Sampling and Reconstruction of Analog Signals

Lecture 17 z-transforms 2

Lecture #2. EE 313 Linear Systems and Signals

Application of Fourier Transform in Signal Processing

Digital Filters FIR and IIR Systems

International Journal of Modern Trends in Engineering and Research e-issn No.: , Date: 2-4 July, 2015

PROBLEM SET 5. Reminder: Quiz 1will be on March 6, during the regular class hour. Details to follow. z = e jω h[n] H(e jω ) H(z) DTFT.

Lecture 2: SIGNALS. 1 st semester By: Elham Sunbu

Analogue Electronic Systems

Linear Systems. Claudia Feregrino-Uribe & Alicia Morales-Reyes Original material: Rene Cumplido. Autumn 2015, CCC-INAOE

Handout 11: Digital Baseband Transmission

Transcription:

SARDAR RAJA COLLEGES SARDAR RAJA COLLEGE OF ENGINEERING ALANGULAM DEPARTMENT OF ELECTRONICS AND COMMUNICATION ENGINEERING MICRO LESSON PLAN SUBJECT NAME SUBJECT CODE SEMESTER YEAR : SIGNALS AND SYSTEMS : EC6303 : III : II STAFF NAME: A.KARTHEESWARAN, Asst,Prof./ ECE Dept.,

SUBJECT DESCRIPTION AND OBJECTIVES DESCRIPTION: This subject introduces analyse characteristics of continuous, discrete signals and systems. Topics include signals and systems, signal: "A detectable physical quantity or impulse (as a voltage, current, or magnetic field strength) by which messages or information can be transmitted." or A signal is a function of independent variables that carry some information.""a signal is a physical quantity that varies with time, space or any other independent variable by which information can be conveyed" Signal: a function representing some variable that contains some information about the behavior of a natural or artificial system. Signals are one part of the whole. Signals are meaningless without systems to interpret them, and systems are useless without signals to process.eg. The energy (a traveling wave) that carries some information, an electrical circuit signal may represent a time-varying voltage measured across a resistor. A signal can be represented as a function x (t) of an independent variable t which usually represents time. If t is a continuous variable, x (t) is a continuous-time signal, and if t is a discrete variable, defined only at discrete values of t, then x (t) is a discrete-time signal. A discrete-time signal is often identified as a sequence of numbers, denoted by x[n], where n is an integer. A system takes some input and produces some output. It performs some operations on the signals. OBJECTIVE To understand the basic properties of signal & systems and the various methods of classification To learn Laplace Transform &Fourier transform and their properties To know Z transform & DTFT and their properties To characterize LTI systems in the Time domain and various Transform domains

EC6303 SIGNALS AND SYSTEMS L T P C 3 1 0 4 UNIT I CLASSIFICATION OF SIGNALS AND SYSTEMS 9 Continuous time signals (CT signals) - Discrete time signals (DT signals) - Step, Ramp, Pulse, Impulse, Sinusoidal, Exponential, Classification of CT and DT signals - Periodic & Aperiodic signals, Deterministic & Random signals, Energy & Power signals - CT systems and DT systems- Classification of systems Static & Dynamic, Linear & Nonlinear, Time-variant & Time-invariant, Causal & Noncausal, Stable & Unstable. UNIT II ANALYSIS OF CONTINUOUS TIME SIGNALS 9 Fourier series analysis-spectrum of Continuous Time (CT) signals- Fourier and Laplace Transforms in CT Signal Analysis - Properties. UNIT III LINEAR TIME INVARIANT- CONTINUOUS TIME SYSTEMS 9 Differential Equation-Block diagram representation-impulse response, convolution integrals-fourier and Laplace transforms in Analysis of CT systems UNIT IV ANALYSIS OF DISCRETE TIME SIGNALS 9 Baseband Sampling - DTFT Properties of DTFT - Z Transform Properties of Z Transform UNIT V LINEAR TIME INVARIANT-DISCRETE TIME SYSTEMS 9 Difference Equations-Block diagram representation-impulse response - Convolution sum- Discrete Fourier and Z Transform Analysis of Recursive & Non- Recursive systems TOTAL (L: 45+T: 15): 60 PERIODS OUTCOMES: Upon the completion of the course, students will be able to: Analyze the properties of signals & systems Apply Laplace transform, Fourier transform, Z transform and DTFT in signal analysis Analyze continuous time LTI systems using Fourier and Laplace Transforms Analyze discrete time LTI systems using Z transform and DTFT TEXT BOOK: 1. Allan V.Oppenheim, S.Wilsky and S.H.Nawab, Signals and Systems, Pearson, 2007. REFERENCES: 1. B. P. Lathi, Principles of Linear Systems and Signals, Second Edition, Oxford, 2009. 2. R.E.Zeimer, W.H.Tranter and R.D.Fannin, Signals & Systems - Continuous and Discrete, Pearson, 2007. 3. John Alan Stuller, An Introduction to Signals and Systems, Thomson, 2007. 4. M.J.Roberts, Signals & Systems Analysis using Transform Methods & MATLAB, Tata McGraw Hill, 2007.

MICRO LESSON PLAN Week Hours LECTURE TOPICS READING I II III IV UNIT I CLASSIFICATION OF SIGNALS AND SYSTEMS 01 Continuous time signals (CT signals) 02 Discrete time signals (DT signals) - Step, Ramp, Pulse. 03 Impulse, Sinusoidal, Exponential, 04 Classification of CT and DT signals - Periodic & Aperiodic signals. 05 Deterministic & Random signals, Energy & Power signals. 06 CT systems and DT systems- Classification of 07 systems. 08 09 Static & Dynamic, Linear & Nonlinear, 10 11 Time-variant & Time-invariant, 12 Causal & Noncausal, Stable & Unstable. UNIT II ANALYSIS OF CONTINUOUS TIME SIGNALS 13 Fourier series analysis-spectrum of Continuous 14 Time (CT) signals. 15 Problem on Fourier series analysis-spectrum of 16 Continuous Time (CT) signals 17 18 19 20 21 22 23 24 Fourier and Laplace Transforms in CT Signal Analysis - Properties. Problem on Fourier and Laplace Transforms in CT Signal Analysis. UNIT III LINEAR TIME INVARIANT- CONTINUOUS TIME SYSTEMS V 25 Differential Equation 26 27 Block diagram representation-

V 28 29 impulse response, 30 31 32 convolution integrals- VI 33 34 35 36 Fourier and Laplace transforms in Analysis of CT systems UNIT IV ANALYSIS OF DISCRETE TIME SIGNALS 37 38 Baseband Sampling VII VIII 39 40 41 42 43 44 45 46 47 48 DTFT Properties of DTFT Z Transform Properties of Z Transform UNIT V- LINEAR TIME INVARIANT-DISCRETE TIME SYSTEMS IX X 49 Difference Equations- 50 Block diagram representation- 51 52 Impulse response - 53 Convolution sum- 54 55 56 57 58 59 60 Discrete Fourier Transform Analysis of Recursive & Non-Recursive systems Z Transform Analysis of Recursive & Non-Recursive systems