JNTUH 2-1 SYLLABUS (CSE-BEE / ECE/EEE-M-3 / ME-METALLURGY AND MATERIALS SCIENCE / CE-MANAGERIAL ECONOMICS AND FINANCIAL ANALYSIS)

JNTUH 2-1 SYLLABUS(CSE-BASIC ELECTRICAL ENGINEERING / ECE/EEE-MATHEMATICS-111 / ME-METALLURGY AND MATERIALS SCIENCE / CE-MANAGERIAL ECONOMICS AND FINANCIAL ANALYSIS)

Here we put  JNTUH 2-1 Semester Syllabus for 02-Mar-2016 Supply Examination of various departments CSE/ECE/ME/CE/EEE


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IIYearB.TechCSE-I SEM
Objectives:

L T/P/D C 4 -/-/- 4

JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD

BASIC ELECTRICAL ENGINEERING

This course introduces the concepts of basic electrical engineering parameters, quantities, analysis of AC and DC circuits, the construction operation and analysis of transformers, DC and AC machines. It also gives knowledge about measuring instruments operation in detail.
UNIT – I
Introduction to Electrical Engineering: Ohm’s law, basic circuit components, Kirchhoff’s laws. Simple problems.
Network Analysis: Basic definitions, types of elements, types of sources, resistive networks, inductive networks, capacitive networks, and series parallel circuits, star delta and delta star transformation. , Network theorems- Superposition, Thevenins’s, Maximum power transfer theorems and simple problems.
UNIT-II
Alternating Quantities: Principle of ac voltages, waveforms and basic definitions, root mean square and average values of alternating currents and voltage, form factor and peak factor, phasor representation of alternating quantities, the J operator and phasor algebra, analysis of ac circuits with single basic network element, single phase series circuits.
UNIT-III
Transformers : Principles of operation, Constructional Details, Ideal Transformer and Practical Transformer, Losses, Transformer Test, Efficiency and Regulation Calculations (All the above topics are only elementary treatment and simple problems).
UNIT-IV
D.C. and A.C. Machines:
D.C generators: Principle of operation of dc machines, types of D.C generators, EMF equation in D.C generator. D.C motors: Principle of operation of dc motors, types of D.C motors, losses and torque equation, losses and efficiency calculation in D.C generator. A.C Machines: Three phase induction motor, principle of operation, slip and rotor frequency, torque (simple problems).
UNIT V
Basic Instruments: Introduction, classification of instruments, operating principles, essential features of measuring instruments, Moving coil permanent magnet (PMMC) instruments, Moving Iron of Ammeters and Voltmeters (elementary Treatment only).
TEXT BOOKS:

1. Basic concepts of Electrical Engineering, PS Subramanyam, BS Publications.
   
2. Basic Electrical Engineering, S.N. Singh, PHI.
   

REFERENCE BOOKS:

1. Basic Electrical Engineering, Abhijit Chakrabarthi, Sudipta nath, Chandrakumar Chanda, Tata-McGraw- Hill.
   
2. Principles of Electrical Engineering, V.K Mehta, Rohit Mehta, S.Chand Publications.
   
3. Basic Electrical Engineering, T.K.Nagasarkar and M.S. Sukhija, Oxford University Press.
   
4. Fundamentals of Electrical Engineering, RajendraPrasad, PHI.
   
5. Basic Electrical Engineering by D.P.Kothari , I.J. Nagrath, McGraw-Hill.
   

Outcomes:
After going through this course the student gets a thorough knowledge on basic electrical circuits, parameters, and operation of the transformers in the energy conversion process, electromechanical energy conversion, construction operation characteristics of DC and AC machines and the constructional features and operation of operation measuring instruments like voltmeter, ammeter, wattmeter etc...With which he/she can able to apply the above conceptual things to real-world electrical and electronics problems and applications.

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II Year B.Tech. ECE/EEE-I Sem

L 4

T/P/D C -/-/- 4

JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD

MATHEMATICS – III

Objectives: To learn

•   Transforming the given variable coefficient equation (Cauchy’s and Lagrange’s) into the one with
  constant coefficients.
  
•   Identifying ordinary points, singular points and regular singular points for the given ODE.
  
•   Finding the series solution around a regular singular point.
  
•   Solve the given ODE with variable coefficients by Frobenius method and test the convergence of its
  series solution.
  
•   Series solutions for Legendre and Bessel differential equations, analyzing the properties of Legendre
  and Bessel polynomials.
  
•   Differentiation and Integration of complex valued functions.
  
•   Evaluation of integrals using Cahchy’s integral formula.
  
•   Taylor’s series, Maclaurin’s series and Laurent’s series expansions of complex functions
  
•   Evaluation of integrals using residue theorem.
  
•   Transform a given function from z - plane to w – plane.
  
•   Identify the transformations like translation, magnification, rotation and reflection and inversion.
  
•   Properties of bilinear transformations.
  UNIT – I:
  Linear ODE with variable coefficients and series solutions(second order only): Equations reducible to constant coefficients-Cauchy’s and Lagrange’s differential equations. Motivation for series solutions, Ordinary point and Regular singular point of a differential equation , Transformation of non-zero singular point to zero singular point. Series solutions to differential equations around zero, Frobenius Method about zero.
  Unit-II
  Special Functions : Legendre’s Differential equation, General solution of Legendre’s equation, Legendre polynomials Properties: Rodrigue’s formula – Recurrence relations, Generating function of Legendre’s polynomials – Orthogonality. Bessel’s Differential equation, Bessel functions properties: – Recurrence relations, Orthogonality, 
  Generating function , Trigonometric expansions involving Bessel functions.
  UNIT-III:
  Complex Functions –Differentiation and Integration : Complex functions and its representation on Argand plane, Concepts of limit Continuity, Differentiability, Analyticity, Cauchy-Riemann conditions, Harmonic functions – Milne – Thompson method. Line integral – Evaluation along a path and by indefinite integration – Cauchy’s integral theorem – Cauchy’s integral formula – Generalized integral formula.
  UNIT-IV:
  Power series expansions of complex functions and contour Integration: Radius of convergence – Expansion in Taylor’s series, Maclaurin’s series and Laurent series. Singular point –Isolated singular point – pole of order m – essential singularity. Residue – Evaluation of residue by formula and by Laurent series – Residue theorem. Evaluation of integrals of the type

UNIT-V:
Conformal mapping: Transformation of z-plane to w-plane by a function, Conformal transformation. Standard
transformations- Translation; Magnification and rotation; inversion and reflection,Transformations like ez , log z, z2, and Bilinear transformation. Properties of Bilinear transformation, determination of bilinear transformation when mappings of 3 points are given .
TEXT BOOKS:
1. Advanced Engineering Mathematics by Kreyszig, John Wiley & Sons.
2. Higher Engineering Mathematics by Dr. B.S. Grewal, Khanna Publishers.
REFERENCES:

1. 1)  Complex Variables Principles And Problem Sessions By A.K.Kapoor, World Scientific Publishers
   
2. 2)  Engineering Mathematics-3 By T.K.V.Iyengar andB.Krishna Gandhi Etc
   
3. 3)  A Text Book Of Engineering Mathematics By N P Bali, Manesh Goyal
   
4. 4)  Mathematics for Engineers and Scientists, Alan Jeffrey, 6th Edit. 2013, Chapman & Hall/CRC
   
5. 5)  Advanced Engineering Mathematics, Michael Greenberg, Second Edition. Person Education
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   ............................................................................................................................................................................................................ II Year B.Tech. M.E. I-Sem C
   
   UNIT – I

   JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD

   METALLURGY AND MATERIALS SCIENCE

   Structure of Metals: Crystallography, Miller’s indices, Packing Efficiency, Density calculations. Grains and Grain Boundaries. Effect of grain size on the properties. Determination of grain size by different methods.

   Constitution of Alloys: Necessity of alloying, Types of solid solutions, Hume - Rothery rules, Intermediate alloy phases.
   UNIT –II
   Phase Diagrams: Construction and interpretation of phase diagrams, Phase rule. Lever rule. Binary phase Diagrams, Isomorphous, Eutectic and Eutectoid transformations with examples.
   UNIT –III
   Engineering Materials –I STEELS:
   Iron-Carbon Phase Diagram and Heat Treatment: Study of Fe-Fe3C phase diagram. Construction of TTT diagrams. Annealing, Normalizing, Hardening and Tempering of steels, Hardenability. Alloy steels.
   UNIT –IV
   Engineering Materials –II: CAST IRONS: Structure and properties of White Cast iron, Malleable Cast iron, Grey cast iron.
   Engineering Materials-III: Non-ferrous Metals and Alloys: Structure and properties of copper and its alloys, Aluminium and its alloys, Al-Cu phase diagram, Titanium and its alloys.
   UNIT – V
   Engineering Materials –IV:
   Ceramics, Polymers and Composites: Crystalline ceramics, glasses, cermets: structure, properties and applications. Classification, properties and applications of composites. Classification, Properties and applications of Polymers.
   TEXT BOOKS:
   

   1. Material Science and Metallurgy/ Kodgire
      
   2. Essentials of Materials Science and engineering / Donald R.Askeland / Thomson.
      

   REFERENCES:
   

   1. Introduction to Physical Metallurgy / Sidney H. Avner.
      
   2. Materials Science and engineering / William and callister.
      
   3. Elements of Material science / V. Rahghavan
      
   4. Engineering Material and Metallurgy – Er Amandeep Singh Wadhva
      
   5. Materials Science for Engineering Students- Traugott Fischer 2009 Edition.

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   JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
   

   II Year B.Tech. CE -I Sem 
   MANAGERIAL ECONOMICS AND FINANCIAL ANALYSIS
   Objectives:
   To enable the student to understand and appreciate, with a practical insight, the importance of certain basic issues governing the business operations namely: demand and supply, production function, cost analysis, markets, forms of business organisations, capital budgeting and financial accounting and financial analysis.
   Unit I
   Introduction & Demand Analysis: Definition, Nature and Scope of Managerial Economics. Demand Analysis: Demand Determinants, Law of Demand and its exceptions. Elasticity of Demand: Definition, Types, Measurement and Significance of Elasticity of Demand. Demand Forecasting, Factors governing demand forecasting, methods of demand forecasting.
   Unit II
   Production & Cost Analysis: Production Function – Isoquants and Isocosts, MRTS, Least Cost Combination of Inputs, Cobb-Douglas Production function, Laws of Returns, Internal and External Economies of Scale. Cost Analysis: Cost concepts. Break-even Analysis (BEA)-Determination of Break-Even Point (simple problems) - Managerial Significance.
   Unit III
   Markets & New Economic Environment: Types of competition and Markets, Features of Perfect competition, Monopoly and Monopolistic Competition. Price-Output Determination in case of Perfect Competition and Monopoly. Pricing: Objectives and Policies of Pricing. Methods of Pricing. Business: Features and evaluation of different forms of Business Organisation: Sole Proprietorship, Partnership, Joint Stock Company, Public Enterprises and their types, New Economic Environment: Changing Business Environment in Post-liberalization scenario.
   Unit IV
   Capital Budgeting: Capital and its significance, Types of Capital, Estimation of Fixed and Working capital requirements, Methods and sources of raising capital - Trading Forecast, Capital Budget, Cash Budget. Capital Budgeting: features of capital budgeting proposals, Methods of Capital Budgeting: Payback Method, Accounting Rate of Return (ARR) and Net Present Value Method (simple problems).
   Unit V
   Introduction to Financial Accounting & Financial Analysis: Accounting concepts and Conventions - Introduction IFRS - Double-Entry Book Keeping, Journal, Ledger, Trial Balance- Final Accounts (Trading Account, Profit and Loss Account and Balance Sheet with simple adjustments). Financial Analysis: Analysis and Interpretation of Liquidity Ratios, Activity Ratios, and Capital structure Ratios and Profitability ratios. Du Pont Chart.
   TEXT BOOKS:
   

   1. Varshney & Maheswari: Managerial Economics, Sultan Chand, 2009.
      
   2. S.A. Siddiqui & A.S. Siddiqui, Managerial Economics and Financial Analysis, New Age international
      Publishers, Hyderabad 2013.
      
   3. M. Kasi Reddy & Saraswathi, Managerial Economics and Financial Analysis, PHI New Delhi, 2012.
      

   REFERENCES:
   

   1. Ambrish Gupta, Financial Accounting for Management, Pearson Education, New Delhi.2012.
      
   2. H. Craig Peterson & W. Cris Lewis, Managerial Economics, Pearson, 2012.
      
   3. Lipsey & Chrystel, Economics, Oxford University Press, 2012
      
   4. Domnick Salvatore: Managerial Economics in a Global Economy, Thomson, 2012.
      
   5. Narayanaswamy: Financial Accounting—A Managerial Perspective, Pearson, 2012.
      
   6. S.N.Maheswari & S.K. Maheswari, Financial Accounting, Vikas, 2012.
      
   7. Truet and Truet: Managerial Economics: Analysis, Problems and Cases, Wiley, 2012.
      
   8. Dwivedi: Managerial Economics, Vikas, 2012.
      
   9. Shailaja & Usha : MEFA, University Press, 2012.
      
   10. Aryasri: Managerial Economics and Financial Analysis, TMH, 2012.
       
   11. Vijay Kumar & Appa Rao, Managerial Economics & Financial Analysis, Cengage 2011.
       
   12. J.V.PrabhakarRao&P.V.Rao,ManagerialEconomics&FinancialAnalysis,MaruthiPublishers,2011.
       

   Outcomes:
   At the end of the course, the student will

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