Showing posts with label RGPV B.E Syllabus. Show all posts
Showing posts with label RGPV B.E Syllabus. Show all posts

September 19, 2016

RGPV B.E 3rd Semester (ME/AU/CM/FT/IP/MI) M-III Syllabus

This is to inform you that RGPV has declared Mathematics III syllabus for B.E 3rd Semester ME/AU/CM/FT/IP/MI branch students.


M-III (BE III ) ME/AU/CM/FT/IP/MI Branches )


Course Contents (Proposed)

Unit: I Fourier Series: 
Fourier Series for Continuous & Discontinuous Functions, Expansion of odd and even periodic
functions, Half range Fourier series, Complex form of Fourier Series, Parseval’s formula.

Unit: II 
Fourier Transform: Complex Fourier Transform, Fourier Sine and Cosine Transforms.

Unit: III 
Laplace Transform: Introduction of Laplace Transform, Laplace Transform of elementary Functions, Properties of Laplace Transform, Change of Scale Property, First and Second Shifting Properties, Laplace Transform of Derivatives and Integrals. Inverse Laplace Transform & its Properties, Convolution theorem, Applications of Laplace Transform in solving the Ordinary Differential Equations.

Unit: IV
Functions of Complex Variables : Analytic functions, Harmonic Conjugate, Cauchy-Riemann Equations, Line Integral, Cauchy’s Theorem, Cauchy’s Integral Formula, Singular Points, Poles & Residues, Residue Theorem , Application of Residues theorem for Evaluation of Real Integrals.


Unit: V
Vector Calculus: Differentiation of Vectors, Scalar and Vector Point functions, Gradient, Directional derivative, Divergence and Curl. Line Integral, Surface Integral and Volume Integral, Stoke’s Theorem and Gauss divergence theorem. 

References:
1. Erwin Kreyszig: Advanced Engineering Mathematics, Wiley India.
2. B.S. Grewal: Higher Engineering Mathematics , Khanna Publication.
3. Engineering Mathematics By Samnta Pal and Bhutia, Oxford Publication
4. Ramana: Advance Engg. Mathematics, TMH New Delhi
5. Numerical Methods for Engineers by Steven C. Chapra, McGraw Hill Education
6. Introductory Methods of Numerical Analysis by S. S. Sastry, PHI Learning Pvt. Ltd.

7. Numerical Methods By Shrimanta Pal, Oxford

RGPV B.E 3rd Semester (CS/IT) M-III Syllabus

This is to inform you that RGPV has declared Mathematics III syllabus for B.E 3rd Semester Computer Science and Information Technology branch students.


M-III (BE III ) CS/IT Branches )


Course Contents (Proposed)

Unit: I Fourier Series: 
Fourier Series for Continuous & Discontinuous Functions, Expansion of odd and even periodic
functions, Half range Fourier series, Complex form of Fourier Series, Parseval’s formula.

Unit: II 
Fourier Transform: Complex Fourier Transform, Fourier Sine and Cosine Transforms.

Unit: III 
Laplace Transform: Introduction of Laplace Transform, Laplace Transform of elementary Functions, Properties of Laplace Transform, Change of Scale Property, First and Second Shifting Properties, Laplace Transform of Derivatives and Integrals. Inverse Laplace Transform & its Properties, Convolution theorem, Applications of Laplace Transform in solving the Ordinary Differential Equations.

Unit: IV
Random Variables: Discrete and Continuous , Probability Function, Distribution Function, Density Function, Probability Distribution, Mean and Variance. .

Unit: V
Distribution: Discrete Distributions- Binomial & Poisson Distributions with their Constants, Moment Generating Functions, Expected Frequencies & Fittings, Continuous Distribution- Normal or Gaussian Distribution with normal curve, Properties, Constants, Moments, Method of Area of Fitting a normal distribution & Exponential Distribution.  

References:
1. Erwin Kreyszig: Advanced Engineering Mathematics, Wiley India.
2. B.S. Grewal: Higher Engineering Mathematics , Khanna Publication.
3. Engineering Mathematics By Samnta Pal and Bhutia, Oxford Publication
4. Ramana: Advance Engg. Mathematics, TMH New Delhi
5. Numerical Methods for Engineers by Steven C. Chapra, McGraw Hill Education
6. Introductory Methods of Numerical Analysis by S. S. Sastry, PHI Learning Pvt. Ltd.

7. Numerical Methods By Shrimanta Pal, Oxford


RGPV B.E 3rd Semester (EC/EX/EE/EI/BM) M-III Syllabus

This is to inform you that RGPV has declared Mathematics III syllabus for B.E 3rd Semester EC/EX/EE/EI/BM Branches students.


M-III (BE III ) EC/EX/EE/EI/BM Branches )


Course Contents (Proposed)

Unit: I Fourier Series: 
Fourier Series for Continuous & Discontinuous Functions, Expansion of odd and even periodic
functions, Half range Fourier series, Complex form of Fourier Series, Parseval’s formula.

Unit: II 
Fourier Transform: Complex Fourier Transform, Fourier Sine and Cosine Transforms.

Unit: III 
Laplace Transform: Introduction of Laplace Transform, Laplace Transform of elementary Functions, Properties of Laplace Transform, Change of Scale Property, First and Second Shifting Properties, Laplace Transform of Derivatives and Integrals. Inverse Laplace Transform & its Properties, Convolution theorem, Applications of Laplace Transform in solving the Ordinary Differential Equations.

Unit: IV
Functions of Complex Variables : Analytic functions, Harmonic Conjugate, Cauchy-Riemann Equations, Line Integral, Cauchy’s Theorem, Cauchy’s Integral Formula, Singular Points, Poles & Residues, Residue Theorem , Application of Residues theorem for Evaluation of Real Integrals.

Unit: V
Vector Calculus: Differentiation of Vectors, Scalar and Vector Point functions, Gradient, Directional derivative, Divergence and Curl. Line Integral, Surface Integral and Volume Integral, Stoke’s Theorem and Gauss divergence theorem.

References:
1. Erwin Kreyszig: Advanced Engineering Mathematics, Wiley India.
2. B.S. Grewal: Higher Engineering Mathematics , Khanna Publication.
3. Engineering Mathematics By Samnta Pal and Bhutia, Oxford Publication
4. Ramana: Advance Engg. Mathematics, TMH New Delhi
5. Numerical Methods for Engineers by Steven C. Chapra, McGraw Hill Education
6. Introductory Methods of Numerical Analysis by S. S. Sastry, PHI Learning Pvt. Ltd.

7. Numerical Methods By Shrimanta Pal, Oxford

RGPV B.E 3rd Semester (CE/TX) M-III proposed Syllabus

This is to inform you that RGPV has declared proposed Mathematics III syllabus for B.E 3rd Semester Civil and Textile branch students.


M-III (BE III ) CE/TX Branches )


Course Contents (Proposed)

Unit: I 
Fourier Series:  Fourier Series for Continuous & Discontinuous Functions, Expansion of odd and even periodic
functions, Half range Fourier series, Complex form of Fourier Series, Parseval’s formula.

Unit: II 
Fourier Transform: Complex Fourier Transform, Fourier Sine and Cosine Transforms.

Unit: III 
Laplace Transform: Introduction of Laplace Transform, Laplace Transform of elementary Functions, Properties of Laplace Transform, Change of Scale Property, First and Second Shifting Properties, Laplace Transform of Derivatives and Integrals. Inverse Laplace Transform & its Properties, Convolution theorem, Applications of Laplace Transform in solving the Ordinary Differential Equations.

Unit: IV
Functions of Complex Variables : Analytic functions, Harmonic Conjugate, Cauchy-Riemann Equations, Line Integral, Cauchy’s Theorem, Cauchy’s Integral Formula, Singular Points, Poles & Residues, Residue Theorem , Application of Residues theorem for Evaluation of Real Integrals.

Unit: V
Solution of Ordinary Differential equations: Picard’s, Taylor’s Series, Eulers’s, Modified Eulers’s, Runge-Kutta, Milne’s and Adam’s Bashforth Method; 

Unit: VI
Numerical Solution of Difference Equations: Classification of Partial
Differential Equations. Numerical Solution of Elliptic , Parabolic & Hyperbolic Equations.

References:
1. Erwin Kreyszig: Advanced Engineering Mathematics, Wiley India.
2. B.S. Grewal: Higher Engineering Mathematics , Khanna Publication.
3. Engineering Mathematics By Samnta Pal and Bhutia, Oxford Publication
4. Ramana: Advance Engg. Mathematics, TMH New Delhi
5. Numerical Methods for Engineers by Steven C. Chapra, McGraw Hill Education
6. Introductory Methods of Numerical Analysis by S. S. Sastry, PHI Learning Pvt. Ltd.

7. Numerical Methods By Shrimanta Pal, Oxford



February 24, 2016

RGPV B.E Civil 6th Semester (Grading System) Syllabus


                                               CE 601 – Theory of Structures –II  


Unit. I Moment distribution method in analysis of frames with sway, analysis of box frames, analysis of portals with inclined members, analysis of beams and frames by Kani’s method.

Unit. II Plastic analysis of beams and frames.

Unit. III Analysis of tall frames, wind and earthquake loads, codal provisions for lateral loads. Approximate analysis of multistory frames for vertical and lateral loads.

Unit. IV Matrix method of structural analysis: force method and displacement method..

Unit. V Influence lines for intermediate structures, Muller Breslau principle, Analysis of Beam-Columns.

                                        
                                   CE 602 – Water Resources and Irrigation Engineering  


Unit-I Hydrology : Hydrological cycle, precipitation and its measurement, recording and non recording rain gauges, estimating missing rainfall data, raingauge net works, mean depth of precipitation over a drainage area, mass rainfall curves, intensity-duration curves, depth-area duration curves, Infiltration and infiltration indices, evaporation stream gauging, run off and its estimation, hydrograph analysis, unit hydrograph and its derivation from isolated and complex storms, S- curve hydrograph, synthetic unit hydrograph.

Unit-II Floods and Ground water : Types of floods and their estimation by different methods, probability and frequency analysis, flood routing through reservoirs and channels, flood control measures, economics of flood control, confined and unconfined aquifers, aquifer properties, hydraulics of wells under steady flow conditions, infiltration galleries. Ground water recharge- necessity and methods of improving ground water storage. Water logging-causes, effects and its prevention. Salt efflorescence-causes and effects. reclamation
of water logged and salt affected lands.

Unit-III Water resources planning and management : Planning of water resources projects, data requirements, economic analysis of water resources projects appraisal of multipurpose projects, optimal operation of projectsintrouduction to linear programming and its application to water resources projects. Role of water in the environment, rain water harvesting, impact assessment of water resources development and managerial measures.

Unit - IV Irrigation water requirement and soil-water-crop relationship: Irrigation, definition, necessity, advantages and disadvantages, types and methods. Irrigation development. Soils - types and their occurrence, suitability for irrigation purposes, wilting coefficient and field capacity, optimum water supply, consumptive use and its determination. Irrigation methods- surface and subsurface, sprinkler and drip irrigation.  Duty of water, factors affecting duty and methods to improve duty, suitability of water for irrigation, crops and crop seasons, principal crops and their water requirement, crop ratio and crop rotation, intensity of irrigation.

Unit - V Canal irrigation: Types of canals, alignment, design of unlined and lined canals, Kennedy’s and Lacey’s silt theories, typical canal sections, canal losses, lininings-objectives, materials used, economics. Canal falls & cross drainage works, - description and design, head and cross regulators. escapes and outlets, canal transitions.
Well irrigation: Types of wells, well construction, yield tests, specific capacity level and specific yield, hydraulic design of open wells and tube wells, methods of raising well water, characteristics of pumps and their selection, interference of wells, well losses, advantages and disadvantages of well irrigation.


                                                    CE 603 – Environmental Engg. - I 


Unit - I Estimation of ground and surface water resources. quality of water from different sources, demand & quantity of water, fire demand, water requirement for various uses, fluctuations in demand, forecast of population.

Unit - II Impurities of water and their significance, water-borne diseases, physical, chemical and bacteriological analysis of water, water standards for different uses. Intake structure, conveyance of water, pipe materials, pumps - operation & pumping stations.

Unit - III Water Treatment methods-theory and design of sedimentation, coagulation, filtration, disinfection, aeration & water softening, modern trends in sedimentation & filtration, miscellaneous methods of treatment.

Unit - IV Layout and hydraulics of different distribution systems, pipe fittings, valves and appurtenances, analysis of distribution system. Hardy cross method, leak detection, maintenance of distribution systems, service reservoir capacity and height of reservoir.

Unit - V Rural water supply schemes, financing and management of water supply project, water pollution control act, conservancy & water carriage system, sanitary appliance and their operation, building drainage system of plumbing.

                                                     CE 604 – Geo Tech Engg. I 


Unit - I Basic Definitions & Index Properties : Definition and scope of soil mechanics, Historical development. Formation of soils. Soil composition. Minerals, Influence of clay minerals on engineering behaviour. Soil structure. Three phase system. Index properties and their determination. Consistency limits. Classification systems based on particle size and consistency limits.

Unit - II Soil Water and Consolidation : Soil water, Permaeability Determination of permeability in laboratory and in field. Seepage and seepage pressure. Flownets, uses of a flownet, Effective, neutral and total stresses. Compressibility and consolidation, Relationship between pressure and void ratio, Theory of one dimensional consolidation. Consolidation test, Fitting Time curves. Normally and over  consolidated clays. Determination of preconsolidation pressure, settlement analysis. Calculation of total settlement.

Unit - III Stress Distribution in Soils and Shear Strength of Soils: Stress distribution beneath loaded areas by Boussinesq and water gaurd’s analysis. Newmark’s influence chart. Contact pressure distribution.  Mohr - Coulomb’s theory of shear failure of soils, Mohr’s stress circle, Measurement of shear strength, Shear box test, Triaxial compression test, unconfined compression test, Value shear test, Measurement of pore pressure, pore pressure parameters, critical void ratio, Liquefaction.

Unit - IV Stability of Slopes: Infinite and finite slopes. Types of slope failures, Rotational slips. Stability number. Effect of ground water. Selection of shear strength parameters in slope stability analysis. Analytical and graphical methods of stability analysis. Stability of Earth dams.

Unit - V Lateral Earth Pressure: Active, passive and earth pressure at rest. Rankine, Coulomb, Terzaghi and Culmann’s theories. Analytical and graphical methods of determination of earth pressures on cosion-less and cohesive soils. Effect of surcharge, water table and wallfriction. Arching in soils. Reinforced earth retaining walls.


                                  CE 605 – Structural Design & Drawing – II (Steel)


Unit - I Various loads and mechanism of the load transfer, partial load factors, structural properties of steel, Design of structural connections -Bolted, Rivetted and Welded connections.

Unit - II Design of compression members, Tension members, Roof Trusses - Angular & Tubular, Lattice Girders.

Unit-III Design of simple beams, Built-up beams, Plate girders and gantry girders.

Unit - IV Effective length of columns, Design of columns-simple and compound, Lacings & battens. Design of footings for steel structures, Grillage foundation.

Unit - V Design of Industrial building frames, multistory frames, Bracings for high rise structures, Design of transmission towers.

NOTE: - All the designs for strength and serviceability should strictly be as per the latest version of IS:800.  


Check out RGPV B.E 6th Semester (Grading System) Syllabus.



August 24, 2015

RGPV B.E 1st Sem (CBCS) Syllabus

 HU110 ENGLISH 3-0-2 

COURSE OBJECTIVE: The objective of this foundational course is to develop the second language learners’ ability to use the four fundamental language skills – listening, speaking, writing and reading. The objective of this laboratory is to practice English phonetics through audio & visual aids and computer software. It intends to enable student to speak English correctly with confidence. 

COURSE CONTENT: 

Grammar – Applied Grammar and usage, Parts of Speech, Articles, Tenses, Subject-Verb Agreement, Prepositions, Active and Passive Voice, Reported Speech: Direct and Indirect, Sentence Structure, Punctuations.

Vocabulary Development – Using Dictionaries and Thesaurus, Synonyms, Antonyms, Homophones, One Word Substitution, Affixation: Prefixes & Suffixes, Derivation from root words, Jargon, Scientific Jargon. 

Developing Reading Skills – Reading Comprehension, Process, Active & Passive Reading, Reading Speed Strategies, Benefits of effective reading, note-making, note- taking, Reading comprehension of technical material and SQ3R reading technique 

Developing Writing Skills – Planning, Drafting & Editing, Writing with style, right-words selection, writing effective sentences, developing logical paragraphs, art of condensation, précis, essay, technical definition and technical description 

Business Correspondence – Business Letters, Parts & Layouts of Business Letters, Writing Resume/ Application Calling/ Sending Quotations/ Orders/ Complaints and E-mails 

Topics for the Laboratory: 

1. Basic Grammar & Vocabulary Practice (Synonyms, Antonyms, Analogies, Sentence Completion, Correctly Spelt Words, Idioms, Proverbs, Common Errors. 
2. Phonetic Symbols, Pronunciations 
3. Listening Skills – Including Listening Comprehension 
4. Extempore and JAM (Just a Minute Session) 
5. Role Play – I 
6. Role play – II 
7. Body Language 
8. Debate 
9. Oral Presentation – Preparation & Delivery using Audio – Visual Aids with stress on body language and voice modulations. (Topics to be selected by the Instructor) 

COURSE OUTCOMES Student after successful completion of course must possess sound language skills. They must also feel confident in communicating their ideas and feelings. After laboratory exercises, students must possess sound language skills. They must also feel confident in communicating their ideas to others. 

EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment. Laboratory assessment will be based on assignments, presentations, and interview of each candidate. 

REFERENCES A.J. Thomson and A.V. Martinet, A Practical English Grammar, Oxford IBH Pub Sanjay Kumarm Pushp Lata, English for Effective Communication, Oxford






 COMMUNICATION HU111 

COURSE OBJECTIVE: The objective of this course is to help students to acquire reading and writing skills in a self-learning mode. 

COURSE CONTENT: 
Exercises to be performed by students: 
 Reading text selection from the list given below 
 To write a book-review 

COURSE OUTCOMES Student after successful completion of course must possess sound comprehension skills. They must also feel confident in writing reviews and comments on the read material. 

EVALUATION Evaluation will be continuous an integral part of the class. Assessment will be based on assignments, presentations, and interview of each candidate. 

REFERENCES 
1. My Experiments with Truth by Mahatma Gandhi 
2. Wings of Fire by Dr. APJ Abdul Kalam 
3. History of Everything by Stephen Hawkings 
4. A Passage to India by E.M. Forster 
5. The Argumentative Indian by Amartya Sen 
6. The Old Man and the Sea by Ernest Hemingway 
7. Life of Pi by William Dalrymple 
8. The Alchemist by Paulo Coehlo 
9. The Eighth Habbit by Stephen Covey 
10. The Road Less Travelled by M.Scott Peck




MA110 MATHEMATICS


COURSE OBJECTIVE: The objective of this foundational course is to review mathematical concepts already learnt in higher secondary. This course will also introduce fundamentals of mathematical functions, derivatives and aspects of calculus to students.

COURSE CONTENT:

Recapitulation of Mathematics: Basics of Differentiation, Rolle’s and Lagranges Theorem, Tangents and Normals, Indefinite Integral (Substitution, Integration using Trigonometric Identity & Integration by Parts & Definite Integral).

Ordinary Derivatives & Applications: Expansion of functions by Maclaurin’s & Taylor’s Theorem (One Variable), Maxima and Minima of functions of two variables, Curvature (Radius, Center & Circle of Curvature for Cartesian Coordinates), Curve Tracing.

Partial Derivatives & Applications: Definition, Euler’s Theorem for Homogeneous Functions, Differentiation of Implicit Functions, Total Differential Coefficient, Transformations of Independent Variables, Jacobians, Approximation of Errors.

Integral Calculus: Definite Integrals as a Limit of Sum, Application in Summation of series, Beta and Gamma functions (Definitions, Relation between Beta and Gamma functions, Duplication formula, Applications of Beta & Gama Functions).

Applications of Integral Calculus: Multiple Integral (Double & Triple Integrals), Change of Variables, Change the Order of Integration, Integral in Area, Volume, Surfaces & Volume of Solid of Revolution about X-Axis & Y-Axis. COURSE OUTCOMES The curriculum of the Department is designed to satisfy the diverse needs of students. Coursework is designed to provide students the opportunity to learn key concepts of mathematical functions, partial derivatives as well as fundamentals and applications of integral calculus.


EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment.

REFERENCES Michael Greenberg, Advanced Engineering Mathematics, Second Edition, Pearson Education, 2002 (Indian Edition). B.V. Rammana, Higher Engineering Mathematics, Tata McGraw Hill Publishing Company, 2007. Potter, Goldberg & Edward, Advanced Engineering Mathematics, Oxford University Press. S. S. Shastry, Engineering Mathematics, PHI Learning C.B. Gupta, Engineering Mathematics I & II, McGraw Hill India, 2015.



MA111 MATHEMATICS- II 

COURSE OBJECTIVE: The objective of this foundational course is to review mathematical concepts already learnt in higher secondary. This course deep understanding of matrix, differential equations as well as a strong sense of how useful the subject can be in other disciplines of learning.

COURSE CONTENT: 

Matrices & Linear Systems: Rank of a Matrix (By reducing it to Elementary Transformation, Echelon & Normal Forms), Solution of Simultaneous equations by Elementary Transformation Methods, Consistency & Inconsistency of Equations, Eigen Values & Eigen Vectors, Cayley- Hamilton Theorem..

Ordinary Differential Equations-I: First-order differential equations (Separable, Exact, Homogeneous, Linear), Linear differential Equations with constant coefficients. Ordinary

Differential Equations-II: Homogeneous linear differential equations, Simultaneous linear differential equations. Second-Order Linear Differential Equations with Variable Coefficients: Solution by Method of Undetermined Coefficients, ByS Known Integral, Removal of First Derivative, Change of Independent Variable and Variation of Parameters.

Partial Differential Equations-I: Definition, Formulation, Solution of PDE ( By Direct Integration Method & Lagranges Method), Non-Linear Partial Differential Equation of First order {Standard I, II, III & IV), Charpit’s General Method of Solution Partial Differential equations.

Partial Differential Equations-II: Partial Differential Equations with Constant Coefficients (Second and Higher Orders Homogeneous and Non- Homogeneous equations), Partial differential Equations Reducible to equations with constant coefficients, The Method of Separation of Variables.

COURSE OUTCOMES The curriculum of the Department is designed to satisfy the diverse needs of students. Coursework is designed to provide students the opportunity to learn key concepts of matrix, differential equations and their applications.

EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment.

REFERENCES Dean G. Duffy, Advanced Engineering Mathematics with MATLAB, CRC Press, 2013. E. Kreyszig, Advanced Engineering Mathematics, John Wiley & Sons Inc. Michael Greenberg, Advanced Engineering Mathematics, Second Edition, Pearson Education, 2002 (Indian Edition). B.V. Rammana, Higher Engineering Mathematics, Tata McGraw Hill Publishing Company, 2007. Shanti Narayan, A Course of Mathematical Analysis. S. Chhand & Co. Delhi. Marwaha, Introduction to Linear Algebra, PHI Learning.




ML110 ENVIRONMENTAL SCIENCES 

COURSE OBJECTIVE: This course introduces students to environment concerns. Students are expected to learn about environment, factors affecting it, environmental ethics and its protection through lectures, presentations, documentaries and field visits.

COURSE CONTENT:

Introduction: Domestic and Global Environmental concerns, principles of sustainable development, Sustainable agriculture, organic farming, bio-fuels, Threats for sustainability

Environmental Ethics & Legislations: Enforcement of Environment laws in India – The water act, The Air (Prevention and Control of Pollution) Act, 1981, The Environment (Protection) Act, 1986, Environmental Auditing

Environmental Pollution: Air Pollution – sources, types of air pollutants, National Ambient Air Quality Standards, Controlling Air Pollution. Water pollution – sources, types of water pollutants, water quality indicators, water quality standards. Soil Pollution - types of soil pollutants: industrial wastes, pesticides, fertilizers and manures, salination of soil, Controlling Soil Pollution.

Environmental Challenges: Local Challenges - Solid Waste – Impact of solid waste on natural resources, Deforestation; Global Challenges - climate change and global warming, Kyoto Protocol, Greenhouse Gases, Ways to reduce Greenhouse gases emissions, Carbon Footprint, ways to reduce carbon footprint, Carbon Trading.

Sustainable habitat, industrialisation and urbanization: Concept of Green Building, Volatile Organic Compounds (VOC), GRIHA Rating, LEED Rating, HVAC, Hybrid Car Technology, Industrial ecology, India’s renewable energy capacity. Green Technology & Green Business: Green Business, Green Computing, E-waste management.

COURSE OUTCOMES Student after successful completion of course must possess an understanding of environment, eco-system and its consequences of unbalancing the environment. After successful completion of this course, student will earn 2 credits.

EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment.

REFERENCES R. Rajagopalan, Environmental Studies, Oxford IBH Pub, 2011. Kogent Learning Solutions Inc., Energy, Environment, Ecology and Society, Dreamtech, 2012. Rag, R. L, Ramesh, Lekshmi Dinachandran, Introduction to sustainable engineering.


IT110 INTRODUCTION TO INFORMATION TECHNOLOGY 


COURSE OBJECTIVE: This course introduces students about the basic fundamentals of Information Technology (IT). Students are expected to learn about applications of IT in communication, multimedia, internet and cloud computing.

COURSE CONTENT: 

Data and Information: Introduction, Type of data, Simple model of computer.

Data processing using a computer: Introduction to Operating System, Data storage Media, High capacity network storage media.

Introduction to Database Management System; Database modelling; Relational model; Distributed DBMS; Data warehouse, Data mining; Classification of Language and Applications

IT Application in Communication: Network services-telephone services, Cellular telephone services, Radio and TV broadcasting, Audio-Visual conferencing, Video-on-demand.

Internet Technology: Introduction, Working of internet, Introduction to network protocol and topologies, Types of network: LAN, WAN, Web browser.

Internet Services: E-mail, Telnet, FTP, WWW, HTML, URL.

IT Application in Multimedia: Introduction, Components of multimedia and challenges, Video compression, Video coding technology: JPEG, MPEG, And JBIG.

Introduction to cloud computing: Types, Services, Models, Characteristics, Benefits and Challenges, Application, Limitations.

IT Application in E-Commerce and E-Governance: Introduction, Different Types of E- Commerce with examples, Advantages and disadvantages, E-Commerce in India, E-Services, E-Commerce security, Internet security and ethics, Technology issues, Social issues, Introduction to E-Governance, Challenges, Application, advantages, Case study of MP-online and IRCTC

Social impact of information technology: Introduction, Social Uses of World Wide Web, Social networking Services, Privacy, security and integrity of Information ,Disaster recovery Intellectual property rights, IT Enabled Services and careers, Career in information technology, Case study of NPTEL.

References: V.Rajaraman, Introduction to Information Technology; PHI E Balagurusamy, Fundamentals of Computers, TMH Santiram Kal Basic Electronics, PHI M.N. Rao Cloud Computing, PHI.



ML110 INTRODUCTION TO CIVIL ENGINEERING

COURSE OBJECTIVE: This course introduces students to civil engineering and its sub-domains. Students are expected to learn about scope, current and future trends in infrastructure industry, jobs, innovations & research opportunities in the field of civil engineering. Course content will be covered through lectures, assignments, case-studies, presentations, documentaries and field visits.

COURSE CONTENT:

Overview of Civil Engineering, types of Infrastructures, Effect of infrastructure facilities on economy and environment, Role of Civil Engineers in the infrastructural Development Introduction to sub-domains of Civil Engineering, Size of Infrastructure Industry, emerging trends in infra spending through public and public-private partnership (PPP), talent shortage, and global trends in workforce mobility and skilldemands.

Stages in the life of construction – Design, Construction, Maintenance, Repair, Demolition/Recycling; an overview of Indian Standards, units and conversion factors for Lengths, Areas, Volumes and Weights; Opportunities and challenge of India’s Infrastructure, Interdisciplinary nature of Civil Engineering Projects.

Roads: Types of Roads, Nagpur Road Plan, Components of
Road and their function; Bridges: Important parts of bridges, classification of bridges; Types of Dams.

Properties and classification of common building materials – Stones, Bricks, Sand, Limes, Cement, Mortar, Concrete, Steel.

Overview of Indian Road Congress, National Highway Authority of India (NHAI) and American Society of Civil Engineers (ASCE), Emerging areas and new technologies in the field of civil engineering.

COURSE OUTCOMES After successful completion of course, Students are expected to possess an in-depth understanding and knowledge about the scope, current and future trends in infrastructure industry, elementary terminologies, learning resources and career-opportunities in the field of civil engineering and its allied domains.

EVALUATION Evaluation will be continuous an integral part of the class followed by final examination.

REFERENCES Elements of Civil Engineering by MD Saikia, B Mohan Das, MM Das, PHI Learning Private Limited, 2015 Prakash M.N. Shesha, Ganesh B., A Textbook on Elements of Civil Engineering, PHI Learning Pvt. Ltd. Study material provided by the instructor.




ME112 CONCEPTS IN ENGINEERING DESIGN 


COURSE OBJECTIVE: The primary objective of the course is to introduce concepts in engineering design to students from all the engineering disciplines. This course broadly covers the prerequisites for an innovative design followed by concepts of products design cycle right from planning, designing, manufacturing, distributing and its usage.

COURSE CONTENT:

Introduction to engineering Design process: Its importance, types of designs, various ways to think about design like visualization, photography etc, simplified iteration model, design versus scientific method, a problem solving methodology.

Considerations of a good design Achievement of performance requirements, Total life cycle, Regulatory and social issues in Indian context

Description of Design Process Conceptual Design, Embodiment Design, Detail Design, Planning for Manufacture, Planning for distribution, Planning for Use, Planning for the retirement of the product.

Product Design Cycle, Identification of customer needs and market research essentials, concept generation, technology and market assessment

An exposure to various aspects of design including visual, creative and user-centric design (Visual merchandising, trends, materials, technology and techniques). Evolution in Transportation and Communication Technology, Bullock Cart to Lear Jets, Personal messengers to Cell Phones, Fighter planes

Introduction to any one as a case study:

1. Communication Design
2. Industrial Design
3. IT Integrated Design
4. Textile Design
5. Inter disciplinary Design

COURSE OUTCOMES Student after successful completion of course must possess an understanding of various concepts of design, product design cycle, and significant principles inevitable for design of any engineering product or services.

EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment. REFERENCES George E. Dieter and Linda C. Schmidt, Engineering Design, McGraw Hill Education (India) Pvt. Ltd. Arvid Eide, Introduction to Engineering Design, McGraw Hill. Otto. K and Wood, K, Product Design, Pearson Education.





ME110 INTRODUCTION TO MECHANICAL ENGINEERING 

COURSE OBJECTIVE: This course introduces students to mechanical engineering and its sub-domains. Students are expected to learn about scope, current and future trends, jobs, innovations & research opportunities in the field of mechanical engineering. Course content will be covered through lectures, assignments, case-studies, presentations, documentaries and field visits. COURSE

CONTENT:

What is Engineering, Who are Mechanical Engineers, Overview of Mechanical Engineering, its domains, scope and its utility in different areas; Specializations available with in mechanical Engineering (thermal, production and design) and job opportunities in mechanical Engineering.

Basic definitions of terms related to Thermodynamics, First and Second law of Thermodynamics, Properties of Steam, Introduction to Boilers, Terminology of IC Engines, Two and Four Stroke Petrol and Diesel Cycle.

Introduction to mechanical properties, basic manufacturing processes, pattern, type and its use in metal casting, Introduction of welding, brazing and soldering processes

Case study on any topic from Manufacturing Engineering Magazine Published by Society of Manufacturing Engineers (USA), Machinist Magazine, Technorama published by Institution of Engineers (India) and Manufacturing Today and any other magazine related to mechanical engineering.

Overview of American Society of Heating, Refrigerating and Air-Conditioning Engineers (ASHRAE) Society of Automotive Engineers, American Society of Mechanical Engineers (ASME); Indian Society of Mechanical Engineers (ISME) etc ; Emerging areas and new technologies in the field of mechanical engineering (3D Printing)

COURSE OUTCOMES After successful completion of course, Students are expected to possess basic understanding and knowledge about the scope, current and future trends in mechanical engineering. The versatility of the mechanical engineering branch and career-opportunities in this field will enable the students to explore the new avenues in their future endeavours.

EVALUATION Evaluation will be continuous an integral part of the class followed by final examination.

 REFERENCES Jonathan Wickert, Kemper Lewis, An Introduction to Mechanical Engineering, CENGAGE Learning. Michael Clifford, Kathy Simmons, Philip Shipway, An Introduction to Mechanical Engineering: Part 1 and Part 2, Taylor and Francis

RGPV B.E 2nd Sem (CBCS) Syllabus

 HU110 ENGLISH 

COURSE OBJECTIVE: The objective of this foundational course is to develop the second language learners’ ability to use the four fundamental language skills – listening, speaking, writing and reading. The objective of this laboratory is to practice English phonetics through audio & visual aids and computer software. It intends to enable student to speak English correctly with confidence. 

COURSE CONTENT: 

Grammar – Applied Grammar and usage, Parts of Speech, Articles, Tenses, Subject-Verb Agreement, Prepositions, Active and Passive Voice, Reported Speech: Direct and Indirect, Sentence Structure, Punctuations.

Vocabulary Development – Using Dictionaries and Thesaurus, Synonyms, Antonyms, Homophones, One Word Substitution, Affixation: Prefixes & Suffixes, Derivation from root words, Jargon, Scientific Jargon. 

Developing Reading Skills – Reading Comprehension, Process, Active & Passive Reading, Reading Speed Strategies, Benefits of effective reading, note-making, note- taking, Reading comprehension of technical material and SQ3R reading technique 

Developing Writing Skills – Planning, Drafting & Editing, Writing with style, right-words selection, writing effective sentences, developing logical paragraphs, art of condensation, précis, essay, technical definition and technical description 

Business Correspondence – Business Letters, Parts & Layouts of Business Letters, Writing Resume/ Application Calling/ Sending Quotations/ Orders/ Complaints and E-mails 

Topics for the Laboratory: 

1. Basic Grammar & Vocabulary Practice (Synonyms, Antonyms, Analogies, Sentence Completion, Correctly Spelt Words, Idioms, Proverbs, Common Errors. 
2. Phonetic Symbols, Pronunciations 
3. Listening Skills – Including Listening Comprehension 
4. Extempore and JAM (Just a Minute Session) 
5. Role Play – I 
6. Role play – II 
7. Body Language 
8. Debate 
9. Oral Presentation – Preparation & Delivery using Audio – Visual Aids with stress on body language and voice modulations. (Topics to be selected by the Instructor) 

COURSE OUTCOMES Student after successful completion of course must possess sound language skills. They must also feel confident in communicating their ideas and feelings. After laboratory exercises, students must possess sound language skills. They must also feel confident in communicating their ideas to others. 

EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment. Laboratory assessment will be based on assignments, presentations, and interview of each candidate. 

REFERENCES A.J. Thomson and A.V. Martinet, A Practical English Grammar, Oxford IBH Pub Sanjay Kumarm Pushp Lata, English for Effective Communication, Oxford






 COMMUNICATION HU111 

COURSE OBJECTIVE: The objective of this course is to help students to acquire reading and writing skills in a self-learning mode. 

COURSE CONTENT: 
Exercises to be performed by students: 
 Reading text selection from the list given below 
 To write a book-review 

COURSE OUTCOMES Student after successful completion of course must possess sound comprehension skills. They must also feel confident in writing reviews and comments on the read material. 

EVALUATION Evaluation will be continuous an integral part of the class. Assessment will be based on assignments, presentations, and interview of each candidate. 

REFERENCES 
1. My Experiments with Truth by Mahatma Gandhi 
2. Wings of Fire by Dr. APJ Abdul Kalam 
3. History of Everything by Stephen Hawkings 
4. A Passage to India by E.M. Forster 
5. The Argumentative Indian by Amartya Sen 
6. The Old Man and the Sea by Ernest Hemingway 
7. Life of Pi by William Dalrymple 
8. The Alchemist by Paulo Coehlo 
9. The Eighth Habbit by Stephen Covey 
10. The Road Less Travelled by M.Scott Peck




MA110 MATHEMATICS


COURSE OBJECTIVE: The objective of this foundational course is to review mathematical concepts already learnt in higher secondary. This course will also introduce fundamentals of mathematical functions, derivatives and aspects of calculus to students.

COURSE CONTENT:

Recapitulation of Mathematics: Basics of Differentiation, Rolle’s and Lagranges Theorem, Tangents and Normals, Indefinite Integral (Substitution, Integration using Trigonometric Identity & Integration by Parts & Definite Integral).

Ordinary Derivatives & Applications: Expansion of functions by Maclaurin’s & Taylor’s Theorem (One Variable), Maxima and Minima of functions of two variables, Curvature (Radius, Center & Circle of Curvature for Cartesian Coordinates), Curve Tracing.

Partial Derivatives & Applications: Definition, Euler’s Theorem for Homogeneous Functions, Differentiation of Implicit Functions, Total Differential Coefficient, Transformations of Independent Variables, Jacobians, Approximation of Errors.

Integral Calculus: Definite Integrals as a Limit of Sum, Application in Summation of series, Beta and Gamma functions (Definitions, Relation between Beta and Gamma functions, Duplication formula, Applications of Beta & Gama Functions).

Applications of Integral Calculus: Multiple Integral (Double & Triple Integrals), Change of Variables, Change the Order of Integration, Integral in Area, Volume, Surfaces & Volume of Solid of Revolution about X-Axis & Y-Axis. COURSE OUTCOMES The curriculum of the Department is designed to satisfy the diverse needs of students. Coursework is designed to provide students the opportunity to learn key concepts of mathematical functions, partial derivatives as well as fundamentals and applications of integral calculus.


EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment.

REFERENCES Michael Greenberg, Advanced Engineering Mathematics, Second Edition, Pearson Education, 2002 (Indian Edition). B.V. Rammana, Higher Engineering Mathematics, Tata McGraw Hill Publishing Company, 2007. Potter, Goldberg & Edward, Advanced Engineering Mathematics, Oxford University Press. S. S. Shastry, Engineering Mathematics, PHI Learning C.B. Gupta, Engineering Mathematics I & II, McGraw Hill India, 2015.



MA111 MATHEMATICS- II 

COURSE OBJECTIVE: The objective of this foundational course is to review mathematical concepts already learnt in higher secondary. This course deep understanding of matrix, differential equations as well as a strong sense of how useful the subject can be in other disciplines of learning.

COURSE CONTENT: 

Matrices & Linear Systems: Rank of a Matrix (By reducing it to Elementary Transformation, Echelon & Normal Forms), Solution of Simultaneous equations by Elementary Transformation Methods, Consistency & Inconsistency of Equations, Eigen Values & Eigen Vectors, Cayley- Hamilton Theorem..

Ordinary Differential Equations-I: First-order differential equations (Separable, Exact, Homogeneous, Linear), Linear differential Equations with constant coefficients. Ordinary

Differential Equations-II: Homogeneous linear differential equations, Simultaneous linear differential equations. Second-Order Linear Differential Equations with Variable Coefficients: Solution by Method of Undetermined Coefficients, ByS Known Integral, Removal of First Derivative, Change of Independent Variable and Variation of Parameters.

Partial Differential Equations-I: Definition, Formulation, Solution of PDE ( By Direct Integration Method & Lagranges Method), Non-Linear Partial Differential Equation of First order {Standard I, II, III & IV), Charpit’s General Method of Solution Partial Differential equations.

Partial Differential Equations-II: Partial Differential Equations with Constant Coefficients (Second and Higher Orders Homogeneous and Non- Homogeneous equations), Partial differential Equations Reducible to equations with constant coefficients, The Method of Separation of Variables.

COURSE OUTCOMES The curriculum of the Department is designed to satisfy the diverse needs of students. Coursework is designed to provide students the opportunity to learn key concepts of matrix, differential equations and their applications.

EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment.

REFERENCES Dean G. Duffy, Advanced Engineering Mathematics with MATLAB, CRC Press, 2013. E. Kreyszig, Advanced Engineering Mathematics, John Wiley & Sons Inc. Michael Greenberg, Advanced Engineering Mathematics, Second Edition, Pearson Education, 2002 (Indian Edition). B.V. Rammana, Higher Engineering Mathematics, Tata McGraw Hill Publishing Company, 2007. Shanti Narayan, A Course of Mathematical Analysis. S. Chhand & Co. Delhi. Marwaha, Introduction to Linear Algebra, PHI Learning.




ML110 ENVIRONMENTAL SCIENCES 

COURSE OBJECTIVE: This course introduces students to environment concerns. Students are expected to learn about environment, factors affecting it, environmental ethics and its protection through lectures, presentations, documentaries and field visits.

COURSE CONTENT:

Introduction: Domestic and Global Environmental concerns, principles of sustainable development, Sustainable agriculture, organic farming, bio-fuels, Threats for sustainability

Environmental Ethics & Legislations: Enforcement of Environment laws in India – The water act, The Air (Prevention and Control of Pollution) Act, 1981, The Environment (Protection) Act, 1986, Environmental Auditing

Environmental Pollution: Air Pollution – sources, types of air pollutants, National Ambient Air Quality Standards, Controlling Air Pollution. Water pollution – sources, types of water pollutants, water quality indicators, water quality standards. Soil Pollution - types of soil pollutants: industrial wastes, pesticides, fertilizers and manures, salination of soil, Controlling Soil Pollution.

Environmental Challenges: Local Challenges - Solid Waste – Impact of solid waste on natural resources, Deforestation; Global Challenges - climate change and global warming, Kyoto Protocol, Greenhouse Gases, Ways to reduce Greenhouse gases emissions, Carbon Footprint, ways to reduce carbon footprint, Carbon Trading.

Sustainable habitat, industrialisation and urbanization: Concept of Green Building, Volatile Organic Compounds (VOC), GRIHA Rating, LEED Rating, HVAC, Hybrid Car Technology, Industrial ecology, India’s renewable energy capacity. Green Technology & Green Business: Green Business, Green Computing, E-waste management.

COURSE OUTCOMES Student after successful completion of course must possess an understanding of environment, eco-system and its consequences of unbalancing the environment. After successful completion of this course, student will earn 2 credits.

EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment.

REFERENCES R. Rajagopalan, Environmental Studies, Oxford IBH Pub, 2011. Kogent Learning Solutions Inc., Energy, Environment, Ecology and Society, Dreamtech, 2012. Rag, R. L, Ramesh, Lekshmi Dinachandran, Introduction to sustainable engineering.


IT110 INTRODUCTION TO INFORMATION TECHNOLOGY 


COURSE OBJECTIVE: This course introduces students about the basic fundamentals of Information Technology (IT). Students are expected to learn about applications of IT in communication, multimedia, internet and cloud computing.

COURSE CONTENT: 

Data and Information: Introduction, Type of data, Simple model of computer.

Data processing using a computer: Introduction to Operating System, Data storage Media, High capacity network storage media.

Introduction to Database Management System; Database modelling; Relational model; Distributed DBMS; Data warehouse, Data mining; Classification of Language and Applications

IT Application in Communication: Network services-telephone services, Cellular telephone services, Radio and TV broadcasting, Audio-Visual conferencing, Video-on-demand.

Internet Technology: Introduction, Working of internet, Introduction to network protocol and topologies, Types of network: LAN, WAN, Web browser.

Internet Services: E-mail, Telnet, FTP, WWW, HTML, URL.

IT Application in Multimedia: Introduction, Components of multimedia and challenges, Video compression, Video coding technology: JPEG, MPEG, And JBIG.

Introduction to cloud computing: Types, Services, Models, Characteristics, Benefits and Challenges, Application, Limitations.

IT Application in E-Commerce and E-Governance: Introduction, Different Types of E- Commerce with examples, Advantages and disadvantages, E-Commerce in India, E-Services, E-Commerce security, Internet security and ethics, Technology issues, Social issues, Introduction to E-Governance, Challenges, Application, advantages, Case study of MP-online and IRCTC

Social impact of information technology: Introduction, Social Uses of World Wide Web, Social networking Services, Privacy, security and integrity of Information ,Disaster recovery Intellectual property rights, IT Enabled Services and careers, Career in information technology, Case study of NPTEL.

References: V.Rajaraman, Introduction to Information Technology; PHI E Balagurusamy, Fundamentals of Computers, TMH Santiram Kal Basic Electronics, PHI M.N. Rao Cloud Computing, PHI.



ML110 INTRODUCTION TO CIVIL ENGINEERING

COURSE OBJECTIVE: This course introduces students to civil engineering and its sub-domains. Students are expected to learn about scope, current and future trends in infrastructure industry, jobs, innovations & research opportunities in the field of civil engineering. Course content will be covered through lectures, assignments, case-studies, presentations, documentaries and field visits.

COURSE CONTENT:

Overview of Civil Engineering, types of Infrastructures, Effect of infrastructure facilities on economy and environment, Role of Civil Engineers in the infrastructural Development Introduction to sub-domains of Civil Engineering, Size of Infrastructure Industry, emerging trends in infra spending through public and public-private partnership (PPP), talent shortage, and global trends in workforce mobility and skilldemands.

Stages in the life of construction – Design, Construction, Maintenance, Repair, Demolition/Recycling; an overview of Indian Standards, units and conversion factors for Lengths, Areas, Volumes and Weights; Opportunities and challenge of India’s Infrastructure, Interdisciplinary nature of Civil Engineering Projects.

Roads: Types of Roads, Nagpur Road Plan, Components of
Road and their function; Bridges: Important parts of bridges, classification of bridges; Types of Dams.

Properties and classification of common building materials – Stones, Bricks, Sand, Limes, Cement, Mortar, Concrete, Steel.

Overview of Indian Road Congress, National Highway Authority of India (NHAI) and American Society of Civil Engineers (ASCE), Emerging areas and new technologies in the field of civil engineering.

COURSE OUTCOMES After successful completion of course, Students are expected to possess an in-depth understanding and knowledge about the scope, current and future trends in infrastructure industry, elementary terminologies, learning resources and career-opportunities in the field of civil engineering and its allied domains.

EVALUATION Evaluation will be continuous an integral part of the class followed by final examination.

REFERENCES Elements of Civil Engineering by MD Saikia, B Mohan Das, MM Das, PHI Learning Private Limited, 2015 Prakash M.N. Shesha, Ganesh B., A Textbook on Elements of Civil Engineering, PHI Learning Pvt. Ltd. Study material provided by the instructor.


ME112 CONCEPTS IN ENGINEERING DESIGN 


COURSE OBJECTIVE: The primary objective of the course is to introduce concepts in engineering design to students from all the engineering disciplines. This course broadly covers the prerequisites for an innovative design followed by concepts of products design cycle right from planning, designing, manufacturing, distributing and its usage.

COURSE CONTENT:

Introduction to engineering Design process: Its importance, types of designs, various ways to think about design like visualization, photography etc, simplified iteration model, design versus scientific method, a problem solving methodology.

Considerations of a good design Achievement of performance requirements, Total life cycle, Regulatory and social issues in Indian context

Description of Design Process Conceptual Design, Embodiment Design, Detail Design, Planning for Manufacture, Planning for distribution, Planning for Use, Planning for the retirement of the product.

Product Design Cycle, Identification of customer needs and market research essentials, concept generation, technology and market assessment

An exposure to various aspects of design including visual, creative and user-centric design (Visual merchandising, trends, materials, technology and techniques). Evolution in Transportation and Communication Technology, Bullock Cart to Lear Jets, Personal messengers to Cell Phones, Fighter planes

Introduction to any one as a case study:

1. Communication Design
2. Industrial Design
3. IT Integrated Design
4. Textile Design
5. Inter disciplinary Design

COURSE OUTCOMES Student after successful completion of course must possess an understanding of various concepts of design, product design cycle, and significant principles inevitable for design of any engineering product or services.

EVALUATION Evaluation will be continuous an integral part of the class as well through external assessment. REFERENCES George E. Dieter and Linda C. Schmidt, Engineering Design, McGraw Hill Education (India) Pvt. Ltd. Arvid Eide, Introduction to Engineering Design, McGraw Hill. Otto. K and Wood, K, Product Design, Pearson Education.





ME110 INTRODUCTION TO MECHANICAL ENGINEERING 

COURSE OBJECTIVE: This course introduces students to mechanical engineering and its sub-domains. Students are expected to learn about scope, current and future trends, jobs, innovations & research opportunities in the field of mechanical engineering. Course content will be covered through lectures, assignments, case-studies, presentations, documentaries and field visits. COURSE

CONTENT:

What is Engineering, Who are Mechanical Engineers, Overview of Mechanical Engineering, its domains, scope and its utility in different areas; Specializations available with in mechanical Engineering (thermal, production and design) and job opportunities in mechanical Engineering.

Basic definitions of terms related to Thermodynamics, First and Second law of Thermodynamics, Properties of Steam, Introduction to Boilers, Terminology of IC Engines, Two and Four Stroke Petrol and Diesel Cycle.

Introduction to mechanical properties, basic manufacturing processes, pattern, type and its use in metal casting, Introduction of welding, brazing and soldering processes

Case study on any topic from Manufacturing Engineering Magazine Published by Society of Manufacturing Engineers (USA), Machinist Magazine, Technorama published by Institution of Engineers (India) and Manufacturing Today and any other magazine related to mechanical engineering.

Overview of American Society of Heating, Refrigerating and Air-Conditioning Engineers (ASHRAE) Society of Automotive Engineers, American Society of Mechanical Engineers (ASME); Indian Society of Mechanical Engineers (ISME) etc ; Emerging areas and new technologies in the field of mechanical engineering (3D Printing)

COURSE OUTCOMES After successful completion of course, Students are expected to possess basic understanding and knowledge about the scope, current and future trends in mechanical engineering. The versatility of the mechanical engineering branch and career-opportunities in this field will enable the students to explore the new avenues in their future endeavours.

EVALUATION Evaluation will be continuous an integral part of the class followed by final examination.

 REFERENCES Jonathan Wickert, Kemper Lewis, An Introduction to Mechanical Engineering, CENGAGE Learning. Michael Clifford, Kathy Simmons, Philip Shipway, An Introduction to Mechanical Engineering: Part 1 and Part 2, Taylor and Francis

January 28, 2015

RGPV B.E Latest Syllabus 2015

RGPV B.E All Branches and all Semester Latest Syllabus 2015.Check out Latest Syllabus:-Syllabus 2015

January 13, 2012

RGPV B.E. 6th Sem CSE Branch Syllabus

Check out B.E 6th Sem CSE Latest Syllabus Here


Branch: Computer Science and Engineering VI Semester

Course: CS 601 Micro Processor and Interfacing


Evolution of microprocessor, single chip micro computers, Micro processor Application,
Microprocessor and its architecture, addressing modes, instruction, Instruction sets,
Arithmetic and Logic Instruction, Program control instruction, Introduction – 8086 family,
procedure and macros, connection , Timing and Trouble shooting interrupt, 80286,
80836 and 80486 micro processor system concept.
Microprocessor Cycle, AIU, Timing and control Unit, Register data, Address bus, Pin
Configuration, Intel 8086 instruction, Opcode and operands, limitation word size.
Programming the microprocessor Assembly language, The Pentium and Pentium Pro
Micro Processor with features, Pentium II, Pentium III and Pentium – IV Microprocessor
with software changes. Instruction set for Intel 8086, Introduction Intimation and data
formats, Addressing modes, Status flags, Symbols and abbreviations, programming of
microprocessors, Assembly language, high level language, areas of application of
various languages, Stacks, Sub routines system, software, commands in assembly
language, software Development, Debugging program, Modular programming,
Structured programming, Top-down, Bottom- up design , MACRO micro-programming

Assembly language programming with Examples like Addition of 8/16-bit Binary
number, subtraction of 8/16 bit binary number, Address partitioning, addressing mode,
type of addressing mode, memory and I/o interfacing, Data transfer schemes,
Interfacing device and I/o devices I/o ports, Basic I/o Interfacing MDS, Micro controllers,
I/o processor and co- processors ,Microcomputer Development system, Single chip
micro computers, intel 8748 intel 8051, inter 8096, intel 8049intel 2920/2921, I/o
processor UPI-425,UPI-41,42, Co-processor, math processor math co-processor –
8087, 80287, 80387DX 803875x.

Bus Interface I/o port Addressing, decoding 8279, Programmable key board/display
interface, 8254 Internal Timer, 16550 programmable communication interface A/D,
8259A Programmable Interrupt Controller, 8237 DMA Controller, Shared bus operation,
disk Memory system Video display. ISA Bus, Extended ISA ( EISA) and VESA Local
Buses, Peripheral Component Inter Connect (Pc I) Bus, Parallel Printer interface (LPT)
Universal serial Bus (USB) Accelerated graphics port (AGP),Programmable
Communication interfere 8251 VSART CRT Controller 8275, 6854, Floppy disk
Controller 8272, I/o processor 8089.
Memory Unit, RAM,SRAM, DRAM,ROM, PROM EPROM, EEPROM Nonvolatile RAM
semiconductor Technology for memory, Shift register, Magnetic Memory, Tap, disc,
main memory and secondary memory cache memory, program memory and Data
Memory, Real and virtual memory Buses, memory Addressing capacity of CPU,
processing speed of computer.


Language Evaluation Criteria, influences on Language design, Language categories,
Programming Paradigms – Imperative, Object Oriented, functional Programming , Logic
Programming. Programming Language Implementation – Compilation and Virtual Machines,
programming environments. Issues in Language Translation: Syntax, Semantics, Stages,
analysis and synthesis, Parse Tree, CFG and BNF grammar.

Data types: Introduction, primitive, character, user defined, array, associative, record, union,
pointer and reference types, design and implementation uses related to these types. Names
,Variable, concept of binding, type checking, strong typing, type compatibility, named
constants, variable initialization. Sequence control with Expressions, Conditional
Statements, Loops, Exception handling.

Subprograms and Blocks: Fundamentals of sub-programs, Scope and lifetime of variable,
static and dynamic scope, Design issues of subprograms and operations, local referencing
environments, parameter passing methods, overloaded sub-programs, generic subprograms,
design issues for functions overloaded operators, co routines.

Abstract Data types: Abstractions and encapsulation, introductions to data abstraction,
Static and Stack-Based Storage management. heap based storage management. Garbage
Collection.object oriented programming in small talk, C++, Java, C#, PHP, Perl .
Concurrency: Subprogram level concurrency, semaphores, monitors, massage passing,
Java threads, C# threads.

Exception handling, Exceptions, exception Propagation, Exception handler in C++ and
Java. Logic Programming Language : Introduction and overview of logic programming,
basic elements of prolog, application of logic programming. Functional Programming
Languages: Introduction, fundamentals. Introduction to 4GL.


Requirement Validation, Traceability



Design issues & its functionality. ISO-OSI Reference Model: Principle, Model,


Linear pipeline processor, Nonlinear pipeline processor, Instruction pipeline design,
Mechanisms for instruction pipelining, pipeline hazards, Dynamic instruction scheduling -
score boarding and Tomosulo’s algorithm, Branch handling techniques, Arithmetic Pipeline
Design, Static arithmetic pipeline, Multifunctional arithmetic pipelines. Superscaler pipeline
design, Super pipeline processor design.

Cache coherence, Snoopy protocols, Directory based protocols. Message routing schemes
in multicomputer network, deadlock and virtual channel. Vector Processing Principles,
Vector instruction types, Vector-access memory schemes. Vector supercomputer
architecture, SIMD organization: distributed memory model and shared memory model.
Principlesof Multi-threading: Multithreading Issues and Solutions, Multiple-Context
Parallel Programming Models, Shared-Variable Model, Message-Passing Model, Data-
Parallel Model, Object-Oriented Model, Functional and Logic Models, Parallel Languages
and Compilers, Language Features for Parallelism, Parallel Programming Environment,
Software Tools and Environments.


Check out RGPV B.E 6th Semester Syllabus (Grading System)