EN010501 B Engineering Mathematics IV
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Objectives: To use basic numerical techniques for solving problems and to know the
importance of learning theories in mathmatics and in queueing system.
MODULE 1 Finite
differences (12
hours)
Finite
difference operators 
- interpolation using Newtons forward and
backward formula –Newton’s divided difference formula - Numerical
differentiation using Newtons forward and backward formula – Numerical integration – Trapezoidal
rule – Simpsons 1/3rd and 3/8th rule
- interpolation using Newtons forward and
backward formula –Newton’s divided difference formula - Numerical
differentiation using Newtons forward and backward formula – Numerical integration – Trapezoidal
rule – Simpsons 1/3rd and 3/8th rule
MODULE
2 Z transforms (12
hours)
Definition
of Z
transforms – transform of polynomial function and trignometric functions
– shifting property , convolution property - inverse transformation – solution
of 1st and 2nd
order difference equations with constant coifficients using Z transforms.
MODULE 3 Discrete
numeric functions (12
hours)
Discrete numeric
functions – Manipulations of numeric functions- generating functions
–Recurrence relations – Linear recurrence relations with constant coefficients
– Homogeneous solutions – Particular solutions – Total solution – solution by
the method of generating functions.
MODULE 4 Complex
integration (12
hours)
Functions of complex variable – analytic
function - Line integral – Cauchy’s integral theorem – Cauchy’s integral
formula – Taylor’s series- Laurent’s series – Zeros and singularities – types
of singularities – Residues – Residue theorem – evaluation of real integrals in
unit circle – contour integral in semi circle when poles lie on imaginary axis.
MODULE 5 Queueing
Theory (12 hours)
General
concepts – Arrival pattern – service pattern – Queue disciplines – The
Markovian model M/M/1/
,
M/M/1/N – steady state solutions – Little’s formula.
,
M/M/1/N – steady state solutions – Little’s formula.
References
1. C.L.Liu and D.P. Mohapatra –
Elements of Discrete Mathematics - Mc Graw Hill
2. S.Lipschutz, M.L.Lipson –
Discrete mathematics –Schaum’s outlines – Mc Graw Hill
3. B.V. Ramana - Higher Engg.
Mathematics – McGraw Hill
4. Babu Ram – Engg. Mathematics
-Pearson.
5. K Venkataraman- Numerical methods
in science and Engg -National publishing
co
6. V. Sundarapandian - probability
,Statistics and Queueing theory - PHI
7. S.Bathul – text book of
Engg.Mathematics – Special functions and complex variables –PHI
8. H. Weif HSU – probability, random
variables & Random processes – Schaum’s out lines - Mc Graw Hill
9. T.Veerarajan - probability
,Statistics & Random processes - Mc Graw Hill
10. H.C.Taneja – Advanced Engg.
Mathematics Vol II – I.K.International
CS010 503: Database Management Systems
(Common with IT010 506)
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Objectives
·
To impart an introduction to the theory and practice of database
systems.
·
To develop basic knowledge on data modelling and design of efficient
relations.
·
To provide exposure to oracle database programming.
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.
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Objectives:-
To introduce the principles and core areas of Signal Processing, in a programmatic
approach and explore the basic ideas on the applications of DSP in various fields of Science and
Technology.
Pre-requisites:
CS 010 404 Signals and Communication Systems
Module 1: (15 Hrs)
Basic Concepts of
DSP Systems:- Review of Continuous Time Signals and Discrete Time Signals,
Elementary Discrete Signals, Operations on Discrete Signals- Operations on
Independent and Dependent Variable(s)- Convolution Sum, Discrete Systems,
Properties of Discrete Systems, Response
of LTI Systems ,Z-Transforms- Definition, Properties and Illustrative Examples,
System Function, Discrete Time Fourier Transform(DTFT)- Definition, Properties
and Illustrative Examples, Frequency Response
Module
2: (15 Hrs)
Discrete Fourier
Transform(DFT): -Definition, Properties and Illustrative Examples, Relation
between DFT, DTFT and Z Transforms,
Complexity of DFT calculation, Divide & Conquer – Fast Fourier Transform (FFT)- Radix 2
Decimation in Time (DIT) and Decimation
in Frequency (DIF)Algorithms, Composite Point DFT Computation, Circular
convolution- Computation of Circular Convolution using DFT, Discrete Cosine Transform,
,Finite Word Length effects in DFT Computation
Module 3(12Hrs)
Digital Filter
Design:- Need of Digital Filters, Types of Digital Filters- Theoretical and
Realizable Frequency responses of Low Pass, High Pass, Band Pass and Band Stop
Filters. Filter Design Specifications
Finite Impulse
Response Filter:- FIR Filters with Linear Phase, Need of Linear Phase,
Frequency response of Linear Phase FIR Filters, FIR Filter Design Methods-
Fourier Series Method – Gibb’s Phenomenon, Window Method- Design of FIR Filters
using Rectangular, Triangular,Hamming, Hanning, Blackmann and Kaiser Windows,
Frequency Sampling Method. Realization of FIR Filter- Direct, Linear Phase and
Cascade Realisations.Finite Word Length effects in FIR Filter Design
Module 4: (10 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. Finite
Word Length effects in IIR Filter Design.
Module 5(8 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)
Note:
While discussing the Topics on Frequency response, DFT, Design of FIR and IIR
Filters, illustrative example programs must
be developed in MATLAB/SCILAB .
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EN010 402(ME): Principles of Management
(Common with EN010 502(ME))
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Objectives
·
To develop an understanding of different functional areas of
management.
·
To understand the functions and duties an individual should perform
in an organisation.
Module I (12 hours)
Management Concepts: Vision, Mission, Goals and Objectives of
management-MBO- Scientific 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.
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CS010 506: Advanced
Microprocessors & Peripherals
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Objectives
·
To understand the concepts related
to advanced microprocessors.
·
To study the basic technology of
various peripherals.
·
To have an overview of different types of communication buses and
ports.
Module I (15 hours)
8086 Architecture, Block diagram
– Addressing modes – Instructions set of 8086 – data transfer – arithmetic – branch – loop – flag manipulation – shift & rotate – string instructions – writing simple program in
8086.
Module II (9 hours)
Additional features of 80286 – protected mode memory
addressing – Additional features of 80386 – Paging mechanism (Flat memory
model) – Additional features of Pentium Processors – Brief study of latest processors of Intel & AMD – Dual core processor(Brief idea
only) .
Note: Architecture not required for the processors discussed
in this module.
Module III:
Peripherals (11 hours)
Study of motherboards – Different
types of ports, slots and connectors – Processor Bus, AGP, PCI – Add-on cards –
USB – Hard Disk Interfaces –
IDE, ATA, Power supply – SMPS – function & operations.
Module IV: Storage Devices (15 hours)
Magnetic data storage: Principles
– Hard disks – Cylinders –
Clusters – Tracks and Sectors – Disk formatting – Partitioning – Hard disk drive operation – Data
Transfer rates – Data addressing – CHS addressing – Logical Block Addressing.
Optical storage: CD Technology,
CD ROM, CD-R, CD-RW, Interface – Magneto optical drives – DVD – RAID – Blu-ray disc.
Module V (10 hours)
Memory: Parity – ECC – Memory
Addressing – 640 KB barrier – Extended and Expanded memory – HMA – Video memory
– Flash Memory – Pen drive –
Advanced memory technologies.
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CS010 508: Hardware
and Microprocessors Lab
Objectives
·
To
acquaint the students with the implementation and fundamental algorithms of
database systems.
·
To provide
experience on design, querying, and processing of data in a relational
database.
·
To familiarise
the students with 8085,8086,masm programming and various PC hardware components
·
To provide
experience on design, querying, and processing of data in a relational
database.
Phase I
1. Familiarization of 8085 training Kit.
2. Simple programs using 8085 Kit.
Phase II
3. Study
of MASM Programming.
4. Simple
programs in 8086 using MASM.
Phase III.
5. Familiarisation
with PC Components.
6. Experiments
based on various hardware components.
7. Experiments
for communication with peripheral devices using C and MASM
NB: Students should do the
experiments in all the phases. External examiner can conduct University
Examinations on any of these phases.
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