bee4413 digital signal processing

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Faculty of Electrical & Electronics Engineering Universiti Malaysia Pahang BEE4413 07.07.2010 No. Semakan: FKEE/BEE4413/02 Pg 1 of 3 Course Name Course Code Pre Requisite Course Type Semester Offered : Digital Signal Processing : BEE4413 : - : Core Program : BEE Year 4 Semester 2 : BEP : BEC Year 4 Semester 2 Credit Hour Lecture Hours Tutorial Hours Lab Hours : 3 : 3 : - : 2 Synopsis This course introduces students to the fundamental principles of digital signal processing including sampling theorems, z- transform, Linear Time-invariant systems analysis, Discrete- Time Systems structures, Filter design and Discrete Fourier Transform. This course also exposes students to computational tools (MATLAB) in solving engineering problems related to DSP. Course Outcomes At the end of this course students should be able to: CO 01: Evaluate transfer function of a LTI system to determine the system’s difference equation (C6) CO 02: Design various types of digital filter based on a set of specification (C5) CO 03: Evaluate the DFT of a sequence and use DFT to compute the linear convolution of two sequence (C6) CO 04: Translate filter's transfer function into real-time processing algorithm implementable on software tools or hardware devices (P6, CTPS6). CO 05: Conduct independent readings and research in providing design solution for filter design problem (A3, LL2). CO/PO Mapping PO 01 PO 02 PO 03 PO 04 PO 05 PO 06 PO 07 PO 08 PO 09 PO 10 PO 11 PO 12 CO 01 X CO 02 X X CO 03 X CO 04 X CO 05 X Key Indices: X: assessed outcomes

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  • Faculty of Electrical & Electronics Engineering Universiti Malaysia Pahang

    BEE4413

    07.07.2010

    No. Semakan: FKEE/BEE4413/02 Pg 1 of 3

    Course Name

    Course Code

    Pre Requisite

    Course Type

    Semester Offered

    : Digital Signal Processing

    : BEE4413

    : -

    : Core Program

    : BEE Year 4 Semester 2 : BEP : BEC Year 4 Semester 2

    Credit Hour

    Lecture Hours

    Tutorial Hours

    Lab Hours

    : 3

    : 3

    : -

    : 2

    Synopsis This course introduces students to the fundamental principles of

    digital signal processing including sampling theorems, z-

    transform, Linear Time-invariant systems analysis, Discrete-

    Time Systems structures, Filter design and Discrete Fourier

    Transform. This course also exposes students to computational

    tools (MATLAB) in solving engineering problems related to DSP.

    Course Outcomes At the end of this course students should be able to:

    CO 01: Evaluate transfer function of a LTI system to

    determine the systems difference equation (C6) CO 02: Design various types of digital filter based on a set of

    specification (C5)

    CO 03: Evaluate the DFT of a sequence and use DFT to

    compute the linear convolution of two sequence (C6)

    CO 04: Translate filter's transfer function into real-time processing algorithm implementable on software tools

    or hardware devices (P6, CTPS6).

    CO 05: Conduct independent readings and research in

    providing design solution for filter design problem

    (A3, LL2).

    CO/PO Mapping PO 0

    1

    PO

    02

    PO

    03

    PO

    04

    PO

    05

    PO

    06

    PO

    07

    PO

    08

    PO

    09

    PO

    10

    PO

    11

    PO

    12

    CO 01 X

    CO 02 X X

    CO 03 X

    CO 04 X

    CO 05 X

    Key Indices:

    X: assessed outcomes

  • Faculty of Electrical & Electronics Engineering Universiti Malaysia Pahang

    BEE4413

    07.07.2010

    No. Semakan: FKEE/BEE4413/02 Pg 2 of 3

    Syllabus

    1.0 Introduction to Discrete Signals (3 Hours)

    1.1 Definition of DSP

    1.2 Difference of Analog and Digital Signal

    1.3 Classifications of signals

    1.4 Application of DSP

    (BT Level 1: Remembering)

    2.0 Discrete-Time Signals and Systems (6 Hours)

    2.1 Definition of Discrete-Time Signals and Systems

    2.2 Discrete-Time Signals representation

    2.3 Discrete-Time Signals manipulation

    2.4 Classifications of Discrete-Time Systems

    2.5 Linear Time-Invariant (LTI) Systems

    2.6 Properties of Linear Time-Invariant (LTI) Systems

    2.7 Convolution

    (BT Level 3: Applying)

    3.0 z-Transform (9 Hours)

    3.1 Definition of z-Transform

    3.1.1 Direct z-transform

    3.1.2 Rational z-transform

    3.1.3 Properties of z-transform

    3.2 Region of Convergence (ROC) of z-Transform

    3.3 Stability (BIBO) using poles & zeros

    3.4 Inverse z-Transform

    3.5 Transfer Function

    3.6 Impulse response

    3.7 Difference equation

    3.8 Frequency response of LTI systems

    3.9 Convolution using z-transform technique

    (BT Level 3: Applying)

    4.0 Discrete-Time Systems Structure Realization (6 Hours)

    4.1 Introduction to Discrete-Time Systems

    4.2 Type of Discrete-Time Systems

    4.3 Structure realization

    4.3.1 Block diagram

    4.3.2 Signal Flow Graph

    4.4 Effect of Quantization of Filter Coefficient

    4.5 Effect of Round-off Noise

    (BT Level 3: Applying)

    5.0 Filter Design (9 Hours)

    5.1 Type of Filter and Specification

    5.2 Design of FIR Filter using Window Method

    5.3 Design of IIR Filter

    5.4 Impulse Invariance Method

    5.5 Bilinear Transformation and Frequency Warping

    (BT Level 6: Creating)

  • Faculty of Electrical & Electronics Engineering Universiti Malaysia Pahang

    BEE4413

    07.07.2010

    No. Semakan: FKEE/BEE4413/02 Pg 3 of 3

    6.0 Discrete Fourier Transform (DFT) (6 Hours)

    6.1 Introduction to DFT

    6.2 Properties and Relationship to z-Transform

    6.3 Inverse Discrete Fourier Transform (IDFT)

    6.4 Fast Fourier Transform (FFT)

    6.5 Inverse Fast Fourier Transform (IFFT)

    6.6 Convolution using DFT technique

    (BT Level 3: Applying)

    7.0 Sampling Theorem (3 Hours)

    7.1 Periodic Sampling

    7.2 Nyquist Theorem and Aliasing

    7.3 Sampling rate conversions

    (BT Level 2: Understanding)

    References 1. Proakis,J.G., Monolakis,D.G., Digital Signal Processing: Principles, Algorithms and Applications, 4th Ed., Prentice Hall, 2007.

    2. Mitra,S.K., Digital Signal Processing: A Computer-Based Approach, 3rd Ed., McGraw-Hill, 2005.

    3. Hayes, M.H., Schaum's Outline of Theory and Problems of Digital Signal Processing, McGraw-Hill, 1999.

    4. Oppenheim,A.V., Schafer,R.W., Discrete-Time Signal Processing, 2nd Ed., Prentice Hall, 1999.

    5. Ingle,V.K., Proakis,J.G., Digital Signal Processing using MATLAB, Thompson, 2007

    Assessment Assignments 5%

    Quizzes 10%

    Test 30%

    Laboratory 15%

    Final Examination 40%

    Total 100%

    Assessment

    Methods

    1: Assessment on Knowledge Domain (shorter duration)

    Final Examination, Test, Quiz

    2: Assessment on Knowledge Domain (longer duration)

    Assignment, Project

    3: Assessment on Skills and Affective Domains

    Presentation, Laboratory Assessment,

    Demonstration, Self/Peer/Group Evaluation.

    4: Assessment on Report as Final Product

    Thesis/Dissertation/Industrial Training Report

    Teaching Approach Lecture, Active Learning, Group Project/Assignment

    Course Homepage