DIGITAL SIGNAL PROCESSING

CS010 504(EC) DIGITAL SIGNAL PROCESSING

SYLLABUS

Module 1: (12 Hrs):

Introduction to Signals & Systems:- Continuous Time Signals and Discrete Time Signals- Generation of Discrete Time Signals – Sampling, Elementary Discrete Time Signals- Operations on Discrete Time Signals- Convolution- Discrete Time Systems -Properties of Discrete Time Systems-Linearity, Time invariance-Causality-Stability- Linear Time Invariant (LTI) Systems Difference Equation representation of LTI Systems -The Z transform-Properties of Z transform- Inverse Z transform-System Transfer function.

Module 2: (12 Hrs):

Frequency Domain Representation of Discrete Time Signals:- Discrete Time Fourier Transform (DTFT) properties, Discrete Fourier Transform(DFT) properties& Fast Fourier Transform( FFT) Decimation in Time &Decimation in Frequency algorithms.

Module 3(13Hrs):

Finite Impulse Response Filter:- FIR Filters with Linear Phase, Need of Linear Phase, FIR Filter Design Methods- Fourier Series Method – Window Method- Design of FIR Filters using Rectangular, Triangular,Hamming, Hanning, Blackmann and Kaiser Windows. Realization of FIR Filter- Direct, Linear Phase and Cascade Realizations.

Module 4: (13 Hrs):

Infinite Impulse Response Filters:- Steps in IIR Filter Design, Conversion of Analog Filter to Digital Filter- Impulse Invariant and Bilinear Transformations, Analog Filter Design Approximations- Butterworth and Chebyshev Approximations., Realization of IIR Filter- Direct, Cascade and Parallel Realizations.

Module 5(10 Hrs):

Introduction to DSP Chips: - Basic Architecture of a DSP chip, Case Study: TMS 320, TigerSHARC Processors (Overview of Architecture and Features) Applications of DSP:- Audio Signal Processing and Compression, Image Processing- JPEG Compression, Video Compression, Speech Processing and Recognition, Weather Forecasting, RADAR, (Brief idea only)

Text Books:

1. Oppenheim A.V.Schafer R.W. Discrete-Time Signal Processing- PrenticeHall/Pearson.-   DOWNLOAD

2. Andreas Antoniou Digital Signal Processing Tata McGrawHill-     DOWNLOAD

Database Management Systems

CS010 503: Database Management Systems

Syllabus

Module I (10 hours):

Basic Concepts - Purpose of Database Systems- 3 Schema Architecture and Data Independence- Components of DBMS –Data Models, Schemas and Instances-Data Modeling using the Entity Relationship Model-Entity types, Relationship Types, Weak Entity Types .

Module II (14 hours):

Relational Model Concepts –Constraints – Entity Integrity and Referential Integrity, Relational Algebra -Select, Project, Operations from Set Theory, Join, OuterJoin and Division - Tuple Relational Calculus.

SQL- Data Definition with SQL - Insert, Delete and Update Statements in SQL, Defining Domains, Schemas and Constraints, Constraint Violations - Basic Queries in SQL - Select Statement, Use of Aggregate functions and Group Retrieval, Nested Queries, Correlated Queries – Views.

Module III (12 hours):

Oracle Case Study : The Basic Structure of the Oracle System – Database Structure and its Manipulation in Oracle- Storage Organization in Oracle.- Programming in PL/SQL- Cursor in PL/SQL - Assertions – Triggers.

Indexing and Hashing Concepts -: Ordered Indices, Hash Indices, Dense and Sparse Indices, Multi Level Indices, Cluster Index, Dynamic Hashing.

Module IV (11 hours):

Database Design– Design Guidelines– Relational Database Design – Functional Dependency- Determination of Candidate Keys, Super Key, Foreign Key, Normalization using Functional Dependencies, Normal Forms based on Primary keys- General Definitions of First, Second and Third Normal Forms. Boyce Codd Normal Form– Multi-valued Dependencies and Forth Normal Form – Join Dependencies and Fifth Normal Form – Pitfalls in Relational Database Design.

Module V (13 hours):

Introduction to Transaction Processing- Transactions- ACID Properties of Transactions-Schedules- Serializability of Schedules- Precedence Graph- Concurrency Control – Locks and Timestamps-Database Recovery Query processing and Optimization- Translating SQL Queries into a Relational Algebra

Computing Select, Project and Join ,

Object Relational Databases-Distributed Databases-Different Types-Fragmentation and Replication Techniques-Functions of DDBMS.

Reference Books:

1. Elmsari and Navathe, Fundamentals of Database System, Pearson Education Asia,

5th Edition, New Delhi, 2008.-       DOWNLOAD OR DOWNLOAD

2. Henry F Korth, Abraham Silbershatz , Database System Concepts, Mc Graw Hill

6td Edition, Singapore, 2011. -      DOWNLOAD

3. C.J.Date , An Introduction to Database Systems, Pearson Education Asia, 7th Edition, New

Delhi. -                                           DOWNLOAD OR DOWNLOAD

Principles of Management (POM)

EN010 502(ME): Principles of Management

Syllabus

Module I (12 hours):

Management Concepts: Vision, Mission, Goals and Objectives of management-MBOScientific management- Functions of management- Planning- Organizing- Staffing- Directing- Motivating- Communicating- Coordinating- Controlling- Authority and Responsibility- Delegation- Span of control- Organizational structure- Line, Line and staff and Functional relationship.

Module II (12 hours):

Personnel Management: Definition and concept- Objectives of personnel management- Manpower planning- Recruitment and Selection of manpower- Training and development of manpower- Labour welfare- Labour turnover- Quality circle- Industrial fatigue- Industrial disputes-Method of settling disputes- Trade unions.

Module III (12 hours)

Production management: Objectives and scope of production management- Functions of production department- production management frame work- product life cycle-Types of production- Production procedure- Project planning with CPM and PERT- Basic concepts in network.

Module IV (12 hours):

Financial Management: Objectives and Functions of Financial Management- Types of Capital- Factors affecting working capital- Methods of financing. Cost Management: Elements of cost- Components of cost- Selling Price of a product.

Module V (12 hours):

Sales and Marketing Management: Sales management- Concept- Functions of sales department- Duties of sales engineer- Selling concept and Marketing concept- Marketing- Definition and principles of marketing- Marketing management and its functions- Sales forecasting- Pricing- Advertising- Sales promotion- Channels of distribution- Market research.

Text Books

1. Koontz and Weihrich, Essentials of Management, Tata McGraw Hill.
2. Mahajan M., Industrial Engineering and Production Management, Dhanpat Rai and Co.
3. Kemthose and Deepak, Industrial Engineering an Management, Prentice Hall of India.

Reference Books
1. Martand Telsang, Industrial Engineering and Production Management.
2. Khanna O.P., Industrial Engineering and Management, Dhanpat Rai and Co.
3. Philip Kotler, Marketing Management, Prentice Hall of India.
4. Sharma S. C. & Banga T. R., Industrial Organisation and Engineering Economics, Khanna Publishers.
5. Prasanna Chandra, Financial Management, Tata McGraw Hill.

4th semester Theory of computation PPT's

     (Click to Download PPT)
 

Introduction and Chapter 1: Fundamentals

Chapter 2: Finite Automata

Chapter 3: Closure Properties for Regular Languages

Chapter 4: DFA Applications

Chapter 5: Nondeterministic Finite Automata

Chapter 6: NFA Applications

Chapter 7: Regular Expressions

Chapter 8: Regular Expression Applications

Chapter 9: Advanced Topics in Regular Languages

Chapter 10: Grammars

Chapter 11: Non-Regular Languages

Chapter 12: Context-Free Languages

Chapter 13: Stack Machines

Chapter 14: Stack Machine Applications

Chapter 15: Turing Machines

Chapter 16: Computability

Chapter 17: Uncomputability 

Chapter 18: Cost Models

PPT set-2 

Click to Downoad PPT	Size
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Lecture2.ppt	221K
Lecture3.ppt	745K
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Lecture14.ppt	1.4M
Lecture14a.ppt	1.1M
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Lecture17.ppt	1.5M
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Engineering Mathematics III

Syllabus:


MODULE 1 Fourier series ( 12 hours)

Dirichlet conditions – Fourier series with period 2 π and 2l – Half range sine and cosine series –
Harmonic Analysis – r.m.s Value

MODULE 2 Fourier Transform ( 12 hours)

Statement of Fourier integral theorem – Fourier transforms – derivative of transforms- convolution
theorem (no proof) – Parsevals identity

MODULE 3 Partial differential equations ( 12 hours)

Formation by eliminating arbitrary constants and arbitrary functions – solution of Lagrange’s equation –
Charpits method –solution of Homogeneous partical differential equations with constant coefficients.

MODULE 4 Probability distribution ( 12 hours)

Concept of random variable , probability distribution – Bernoulli’s trial – Discrete distribution – Binomial
distribution – its mean and variance- fitting of Binominal distribution – Poisson distribution as a limiting
case of Binominal distribution – its mean and variance – fitting of Poisson distribution – continuous
distribution- Uniform distribution – exponential distribution – its mean and variance – Normal
distribution – Standard normal curve- its properties.

MODULE 5 Testing of hypothesis ( 12 hours)

Populations and Samples – Hypothesis – level of significance – type I and type II error – Large samples
tests – test of significance for single proportion, difference of proportion, single mean, difference of mean
– chi –square test for variance- F test for equality of variances for small samples.

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Study Materials:

MODULE 1 :-

TEXT 1

TEXT 2

TEXT 3

MODULE 2 :-

TEXT 1

Mathematical equations

Integral Equations