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UNIVERSITY OF CALICUTFaculty of EngineeringSyllabi for B.Tech Degree Programme with effect from Academic Year 20002001ME : Mechanical Engineering (Production & Management) PM2K 501 : SOFTWARE ENGINEERING (common to all programmes) 3 hours lecture and 1 hour tutorial per week Module I (13 hours) Introduction  FAQs about software engineering  professional and ethical responsibility  system modeling  system engineering process  the software process  life cycle models  iteration  specification  design and implementation  validation  evolution  automated process support  software requirements  functional and nonfunctional requirements  user requirements  system requirements  SRS  requirements engineering processes  feasibility studies  elicitation and analysis  validation  management  system models  context models  behavior models  data models  object models  CASE workbenches Module II (13 hours) Software prototyping  prototyping in the software process  rapid prototyping techniques  formal specification  formal specification in the software process  interface specification  behavior specification  architectural design  system structuring  control models  modular decomposition  domainspecific architectures  distributed systems architecture  objectoriented design  objects and classes  an object oriented design process case study  design evolution  realtime software design  system design  real time executives  design with reuse  componentbased development  application families  design patterns  user interface design  design principles  user interaction  information presentation  user support  interface evaluation Module III (13 hours) Dependability  critical systems  availability and reliability  safety  security  critical systems specifications  critical system development  verification and validation  planning  software inspection  automated static analysis  clean room software development  software testing  defect testing  integration testing  objectoriented testing  testing workbenches  critical system validation  software evolution  legacy systems  software change  software maintenance  architectural evolution  software reengineering  data reengineering Module IV (13 hours) Software project management  project planning  scheduling  risk management  managing people  group working  choosing and keeping people  the people capability maturity model  software cost estimation  productivity estimation techniques  algorithmic cost modeling, project duration and staffing  quality management  quality assurance and standards  quality planning  quality control  software measurement and metrics  process improvement  process and product quality  process analysis and modeling  process measurement  process CMM  configuration management  planning  change management  version and release management  system building  CASE tools for configuration management Text book Ian Sommerville, Software Engineering, Pearson Education Asia Reference books
Sessional work assessment Assignments 2x10 = 20 Tests 2x15 = 30 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions of 15marks each from module I with choice to answer any one Q III  2 questions of 15marks each from module II with choice to answer any one Q IV  2 questions of 15marks each from module III with choice to answer any one Q V  2 questions of 15marks each from module IV with choice to answer any one PM2K 502 : DYNAMICS OF MACHINERY (common with ME2K 502) 3 hours lectures and 1 hour tutorial per week Module I (15 hours) Kinematics and kinetics of rigid bodies  aspects of motion of rigid body referred to local and global reference frames  energy and impulse  momentum methods for rigid bodies  energy methods  impulse momentum methods  impulse  momentum equations  dynamics of general rigid body motion  Euler's equation of motion  applications  equations of motion using Euler angles  gyroscope  torque  free motion Module II (13 hours) Introduction to lagrangian dynamics  work and energy  the principle of virtual work  D'Alembert's principle  generalized coordinates  Lagrange's equation of motion  introduction to calculus of variations  Hamilton's principle Module III (13 hours) Force analysis of machinery  static and dynamic force analysis of plane motion mechanisms  graphical method  principle of superposition  matrix methods  method of virtual work  complex number method  bevel  helical and worm gearing Module IV (11 hours) Flywheel analysis  balancing  static and dynamic balancing  balancing of masses rotating in several planes  balancing of reciprocating masses  balancing of multicylinder engines  balancing machines Text books
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Sessional work assessment 3 Tests 2x15 = 30 4 Assignments = 20 Total marks = 50 Note: Computer based assignments are to be included University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions A and B of 15marks each from module I with choice to answer any one Q III  2 questions A and B of 15marks each from module II with choice to answer any one Q IV  2 questions A and B of 15marks each from module III with choice to answer any one Q V  2 questions A and B of 15marks each from module IV with choice to answer any one PM2K 503 : METAL CUTTING 3 hours lecture and 1 hour tutorial per week Module I (13 hours) Tool materials  carbon steel  HSS  cemented carbide  ceramics etc  properties of tool materials  heat treatment  tool geometry  ASA and ORS system of tool signature  geometry of drills  milling cutters and broaches grinding  wheel specification and selection  mounting of wheels  grinding process parameters  MRR and wheel wear  tool and cutter grinder  lapping, honing and super finishing Module II (13 hours) Kinematic elements in metal cutting  tool in hand nomenclature  mechanics of chip formation  orthogonal and oblique cutting  shear angle  velocity relationship  merchant's analysis of cutting forces  cutting power estimation  tool dynamometers  turning, milling, drilling and grinding dynamometers  thermal aspects of machining  measurement of cutting temperature  cutting fluids & their selection Module III (13 hours) Failure of cutting tools  tools wear  flank and crater wear  mechanisms of wear Taylor's tool life equation  tool life testing  economics of machining  selection of optimal machining conditions and productivity machinability  criteria and factors affecting machinability Module IV (13 hours) Non  traditional machining processes  principles, process characteristics and application of ECM, EDM, AJM, USM, EBM & LBM  capability analysis Text & Reference books
Sessional work assessment Two Tests = 30 Two Assignments = 20 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions A and B of 15marks each from module I with choice to answer any one Q III  2 questions A and B of 15marks each from module II with choice to answer any one Q IV  2 questions A and B of 15marks each from module III with choice to answer any one Q V  2 questions A and B of 15marks each from module IV with choice to answer any one PM2K 504 : HEAT & MASS TRANSFER (common with ME2K 504) 3 hours lecture & 1 hour tutorial per week Module I (13 hours) Introduction to heat transfer  basic modes of heat transfer  conduction heat transfer  energy balance  intergral and differential approaches  general heat conduction equation in Cartesian  cylindrical and spherical coordinates  initial and boundry conditions onedimensional steady state conduction with heat generation  conduction shape factor  temperature dependance of thermal conductivity  applications like extended surface heat transfer and critical insulation thickness  two dimensional steady state heat conduction  examples  unsteady state heat conduction in one dimension  lumbed heat capacity system  semi infinite solids with sudden and periodic change in surface temperature  numerical methods in conduction problem Module II (13 hours) Convective heat transfer  Newton's law of cooling  thermal boundary layer  prantl number hydrodynamic and thermal boundary layer equations  laminar forced convection heat transfer from flat plates  similarity and integral solutions  internal flow and heat transfer  fully developed laminar flow in pipes  turbulant forced convection  reynolds analogy  emperical relations in free convection  natural convection  similarity and integral formulation of natural convection heat transfer from vertical plates  emperical relations in free convection  condensation and boiling  film and dropwise condensation  film boiling and pool boiling empirical relations for heat transfer with phase change  introduction to multiphase flow and heat transfer Module III (13 hours) Radiative transfer  electromagnetic radiation spectrum  thermal radiation  black body  grey body and coloured body  monochromatic and total emissive power  Planck's law  StefanBoltzman law  Wien's displacement law  absorptivity  reflectivity  transmissivity  emissivity  Kichhoff's identity  radiation exchange between surfaces  shape factor  shape factors for simple configurations  heat transfer in the presence of reradiating surfaces  radiation shields  surface and shape resistances  electrical network analogy Module IV (13 hours) Mass transfer  definition of terms like concentration, mass velocity and mass flux  Fick's law of diffusion  temperature and pressure dependence of mass diffusivity  diffusion in gases at low density  diffusion in liquids  multicomponent systems and their governing equations  concentration distribution in solids and in laminar flow  example problems Text book Holman J.P., "Heat Transfer," McGraw Hill International Students Edition Reference books
Sessional work assessment Two Tests = 30 Two Assignments = 20 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions A and B of 15marks each from module I with choice to answer any one Q III  2 questions A and B of 15marks each from module II with choice to answer any one Q IV  2 questions A and B of 15marks each from module III with choice to answer any one Q V  2 questions A and B of 15marks each from module IV with choice to answer any one PM2K 505 : LINEAR SYSTEMS ANALYSIS (common with ME2K 505, PE2K 506F)) 3 hours lecture and 1 hour tutorial per week Module I: System concepts and modelling of systems (11 hours) Systems  subsystems  elements  systems approach  classification of systems  static and dynamic systems  linear and nonlinear systems  distributed and lumped systems  time invariant and time varying systems  stochastic and deterministic systems  system modeling and approximations  superposition principle  homogeneity and additivity  modelling of electrical systems  active and passive elements  resistance inductance and capacitance  dynamic equations using Kirchhoff's current and voltage laws  RL, RC and RLC circuits and their dynamic equations  block diagrams and signal flow graphs  masons gain formula Module II: Modelling of nonelectrical systems (11 hours) Modelling of translational and rotational mechanical systems  differential equations for mass spring dashpot elements, D'Alembert's principle  rotational inertia  stiffness and bearing friction  gear trains  equivalent inertia and friction referred to primary and secondary shafts  dynamic equations for typical mechanical systems  electromechanical analogues  forcecurrent and forcevoltage analogue  capacitance and resistance of thermal, hydraulic pneumatic systems  dynamic equations for simple systems  comparison of electrical, electromechanical, hydraulic and pneumatic systems Module III: Transfer function and time domain analysis (15 hours) Use of laplace transforms  concept of transfer function  impulse response  convolution integral  response to arbitrary inputs  transfer function of typical systems discussed in Module I  time domain analysis  test inputs  step  velocity and ramp inputs  transient and steady state response  first and second order  under damped and over damped responses  maximum overshoot  settling time  rise time and time constant  higher order systems  steady state error  error constants and error different types of inputs  Fourier series expansion of periodic functions  symmetry conditions  exponential form of Fourier series  Fourier integrals and Fourier transform  spectral properties of signals  analysis by Fourier methods Module IV: State space analysis and stability of systems (15 hours) Concept of state  state space and state variables  advantage over transfer function approach  state equations for typical electrical and mechanical and electromechanical systems  representation for linear time varying and time invariant systems  solution of state equation for typical test inputs  zero state and zero input response  concept of stability  bounded input bounded output stability  Lyapunov’s definition of stability  a symptitic stability  stability in the sense of LyapunovRouth Hurwitz criterion of stability for single input single output linear systems described by transfer function model Reference books
Sessional work assessment Assignments 2x10 = 20 2 tests 2x15 = 30 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions A and B of 15marks each from module I with choice to answer any one Q III  2 questions A and B of 15marks each from module II with choice to answer any one Q IV  2 questions A and B of 15marks each from module III with choice to answer any one Q V  2 questions A and B of 15marks each from module IV with choice to answer any one PM2K 506A : NUMERICAL ANALYSIS (common for AI2K/CE2K/CH2K/EC2K/EE2K/IC2K/ME2K 506A) 3 hours lecture and 1 hour tutorial per week Module I: Errors in numerical calculations (13 hours) Sources of errors, significant digits and numerical instability  numerical solution of polynomial and transcendental equations  bisection method  method of false position  NewtonRaphson method  fixedpoint iteration  rate of convergence of these methods  iteration based on second degree equation  the Muller’s method  Chebyshev method  Graeffe’s root squaring method for polynomial equations  Bairstow’s method for quadratic factors in the case of polynomial equations Module II: Solutions of system of linear algebraic equations (13 hours) Direct methods  gauss and gauss  Jordan methods  Crout’s reduction method  error analysis  iterative methods  Jacobi’s iteration  Gaussseidel iteration  the relaxation method  convergence analysis  solution of system of nonlinear equations by NewtonRaphson method  power method for the determination of Eigen values  convergence of power method Module III: Polynomial interpolation (13 hours) Lagrange’s interpolation polynomial  divided differences Newton’s divided difference interpolation polynomial  error of interpolation  finite difference operators  GregoryNewton forward and backward interpolations  Stirling’s interpolation formula  interpolation with a cubic spline  numerical differentiation  differential formulas in the case of equally spaced points  numerical integration  trapezoidal and Simpson’s rules  Gaussian integration  errors of integration formulas Module IV: Numerical solution of ordinary differential equations (13 hours) The Taylor series method  Euler and modified Euler methods  RungeKutta methods (2^{nd} order and 4^{th }order only)  multistep methods  Milne’s predictor  corrector formulas  AdamBashforth & AdamMoulton formulas  solution of boundary value problems in ordinary differential equations  finite difference methods for solving two dimensional Laplace’s equation for a rectangular region  finite difference method of solving heat equation and wave equation with given initial and boundary conditions Reference books
Sessional work assessment Assignments 2x10=20 2 tests 2x15=30 Total marks =50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions A and B of 15marks each from module I with choice to answer any one Q III  2 questions A and B of 15marks each from module II with choice to answer any one Q IV  2 questions A and B of 15marks each from module III with choice to answer any one Q V  2 questions A and B of 15marks each from module IV with choice to answer any one PM2K 506B : COMPOSITE MATERIALS (common with ME2K/PE2K 506B) 3 hours lecture and 1 hour tutorial per week Module I (11 hours) Introduction  classification and characteristics of polymer matrix and metal matrix composites  mechanical beheaviour of UD composites  longitudinal strength and stiffness  transverse strength and stiffness  failure modes  short fiber composites Module II (15 hours) Manufacturing and testing methods  production of various fibers  matrix materials and surface treatments  fabrication of composites  fabrication of thermosetting resin matrix composites  fabrication of thermoplastic  resin matrix composites/short fiber composites  fabrication of metal matrix composites  fabrication of ceramic matrix composites  carboncarbon composites  machining aspects of composites  experimental characterization of composites  uniaxial tension  compression and shear tests  determination of interlaminar and fracture toughness  damage identification through nondestructive evaluation techniques  ultrasonic  acoustic emission and Xradiography Module III (13 hours) Analysis of orthotropic lamina  Hook’s law for orthotropic materials  stressstrain relations and engineering constants  specially orthotropic lamina  relation between engineering constants and elements of stiffness and compliance matrices  restrictions on elastic constants  stressstrain relationships for generally orthotropic lamina  transformation of engineering constants  strengths of orthotropic lamina  typical design application examples Module IV (13 hours) Analysis of laminated composites  strain and stress variation in a laminate  synthesis of stiffness matrix construction and properties of special laminates  symmetric laminates  unidirectional, crossply and angleply laminates  quasiisotropic laminates  determination of laminae stresses and strains  laminate analysis through computers  typical design application examples Reference books
Sessional work assessment Two Tests = 30 Two Assignments = 20 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions A and B of 15marks each from module I with choice to answer any one Q III  2 questions A and B of 15marks each from module II with choice to answer any one Q IV  2 questions A and B of 15marks each from module III with choice to answer any one Q V  2 questions A and B of 15marks each from module IV with choice to answer any one PM2K 506C : MULTIPHASE FLOW (common with ME2K/PE2K 506C) 3 hors lecture & 1 hour tutorial per week Module I (13 hours) Basic equations and empirical correlation's for multiphase flow  flow patterns  identification and classification  flow pattern maps and transition  momentum and energy balance  homogeneous and separated flow models  correlation's for use with homogeneous and separated flow models  two phase flow through inclined pipes and singularities  void fraction and slip ratio correlation's  influence of pressure gradient  empirical treatment of two phase flow  drift flux model  correlation's for bubble  slug and annular flows  pressure losses through enlargements  contractions  orifices  bends and values Module II (13 hours) Boiling and multiphase heat transfer  vapourliquid equilibrium  mechanisms  pool boiling convective boiling  heat transfer in partial and fully developed sub cooled boiling  void fraction and pressure drop in sub cooled boiling  saturated boiling heat transfer  two phase forced convection laminar and turbulent flow solutions for film heat transfer  empirical equations for film boiling and transition boiling  burnout mechanism and correlation's  critical coefficient in nucleate and convective boiling Module III (13 hours) Condensation  basic processes of condensation  mechanism of evaporation and condensation  film condensation on a planar surface  dropwise condensation  pressure gradient in condensing systems  methods of improving heat transfer coefficient in condensation Module IV (13 hours) Critical multiphase flows  mathematical models  critical flow criterion  compatibility conditions and their physical interpretation  experimental observations  propagation of small disturbances  pressure drop limitation effect  graphical representation of critical flow conditions Text books Collier J.G., Convective Boiling and Condensation, McGraw Hill Reference books
Sessional work assessment Two Tests = 30 Two Assignments = 20 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions A and B of 15marks each from module I with choice to answer any one Q III  2 questions A and B of 15marks each from module II with choice to answer any one Q IV  2 questions A and B of 15marks each from module III with choice to answer any one Q V  2 questions A and B of 15marks each from module IV with choice to answer any one PM2K 506D : FINITE ELEMENT METHODS(common with ME2K/PE2K 506D) 3 hours lecture and 1 hour practical per week Module I (13 hours) Linear vector spaces  linear transformations and functionals  linear, bilinear and quadratic forms  theory of normed spaces  theory of inner product spaces  concepts from variational calculas  variational methods of approximation  Ritz method  weighted residual method  Galerkin method  subdomain method  collocation method Module II (11 hours) Finite element analysis of one dimensional problems  procedure  one dimensional elements and interpolation functions  analysis of one dimensional second and fourth order equations  approximation errors in the finite element method  computer implementation Module III (15 hours) Finite element analysis of two dimensional problems  two dimensional elements and interpolation functions  second order equations involving a scaler valued function  comments on mesh generation and composition of boundary conditions  analysis of plane elasticity and incompressible fluid flow problems  time dependent problems (transient heat transfer)  isoparametric elements and numerical integration Module IV (13 hours) Alternative formulations  the least square formulation  the mixed formulation  Eigen value problems  non linear problems  three dimensional elements and interpolation functions  formulation of three dimensional problems (two and three dimensional Navier Stoke's equations  three dimensional heat transfer equations) Text books
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Sessional work assessment 3 Tests 2 x 15 = 30 2 Assignments 2 x 10 = 20 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions A and B of 15marks each from module I with choice to answer any one Q III  2 questions A and B of 15marks each from module II with choice to answer any one Q IV  2 questions A and B of 15marks each from module III with choice to answer any one Q V  2 questions A and B of 15marks each from module IV with choice to answer any one PM2K 506E : OBJECT ORIENTED PROGRAMMING (common for all programmes) 3 hours lecture and 1 hour tutorial per week Module I (12 hours) OOPS and Java basics  Java virtual machine  Java platform API  extended security model  applet classes  exceptions and abstract classes  Java applet writing basics  GUI building with canvas  applet security  creating window applications  writing console applications  utility and math packages Module II (10 hours) Swing programming  working with swing components  using the clipboard  input/output streams  printing  working with 2D and 3D Graphics  using audio and video  creating animations Module III (10 hours) Java beans development kit  developing beans  notable beans  network programming  client and server Programs  naming and directory services  working with Java management APIS Module IV (20 hours) Distributed application architecture  CORBA  RMI and distributed applications  working with remote objects  object serialization and Javaspaces  Java IDL and ORBs, connecting to database  using JDBC  integrating database  support into web applications  Java servlets  JSDK  JAR files  Java native interface Text books
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Sessional work assessment Assignments 2x10 = 20 Tests 2x15 = 30 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions of 15marks each from module I with choice to answer any one Q III  2 questions of 15marks each from module II with choice to answer any one Q IV  2 questions of 15marks each from module III with choice to answer any one Q V  2 questions of 15marks each from module IV with choice to answer any one PM2K 506F : MARKETING MANAGEMENT (common with ME2K 506F) 3 hours lecture & 1 hour tutorial per week Module I (14 hours) Introduction to marketing  concept of market and marketing  marketing environment  controllable factors  factors directed by top management  factors directed by marketing  uncontrollable factors  demography, economic conditions, competition, social and cultural forces, political and legal forces, and technology Module II (14 hours) Marketing planning  marketing planning process  Boston consultancy group model  marketing mix  marketing mix variables  market segmentation and market targeting  introduction to segmentation  targeting and product positioning Module III (12 hours) Marketing research  need and scope  marketing research process  research objectives, developing research plan, collecting information, analysis, and findings  consumer behaviour  factors influencing consumer behaviour  perceived risks  product life cycle  marketing strategies for different stages of product life cycle Module IV (12 hours) Marketing communication  marketing mix variables  steps in developing effective communication  identification of target audience  determination of communication objectives  designing the message  selecting the communication channels  promotion mix evaluation  advertising and sales promotion  factors in advertising  sales promotion tools Text books
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Sessional work assessment Two Tests = 30 Two Assignments = 20 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions A and B of 15marks each from module I with choice to answer any one Q III  2 questions A and B of 15marks each from module II with choice to answer any one Q IV  2 questions A and B of 15marks each from module III with choice to answer any one Q V  2 questions A and B of 15marks each from module IV with choice to answer any one PM2K 506G : ENGLISH LANGUAGE & LITERATURE (common with ME2K 506G) 3 hours lecture and 1 hour tutorial per week Module I (8 hours) History of England  cultural, social and political  origin of the English language  vocabulary  grammar  syntax  English language vis  a  vis other European and Asian languages  Indo European languages  Language families of the world  Language, literature, history and culture of a nation  English as a global language Module II (14 hours) Introduction to English usage and composition  essentials of English grammar  style and technique of effective English communication  techniques of persuasive speech and writing  Rhetoric Common errors in English usage (spoken and written)  Different varieties of English (British, American and Indian) Basics of English pronunciation Phonetics  Stress, Accent, Rhythm (Appreciation of English speech patterns, conversations, great orators etc. through audio cassettes and CDs)  Practical Speaking Listening sessions in the Language Laboratory  Different forms of communication in English  Business English, English for professionals and literary English Module III (15 hours) English literature  Survey, Scope and History English prose  Great essayists  Addison, Steele, Lamb, Russell, Chesterton, Bacon English Poetry  Ancient (Chaucer, Milton, Spencer) Medieval and Modern English poetry  Shakespeare, Wordsworth, Keats, Shelley, Byron, Browning, Tennyson, T.S. Eliot (Core reading) Novels: Classics of English fiction  critical appreciation with a view for improving style and expressions (Charls Dickens, Aldous Huxley, Jane Austen, George Eliot, Jonathan Swift) The great short story writers  O. Henry, Saki, James Joyce (Dubliners) Module IV (15 hours) English Drama and theatre  Shakespeare  The Great Tragedies  Othello, Hamlet, Macbeth, King Lear Comedies  As you like it (Others in Recommended Reading)  George Bernard Shaw  Man and Superman, Pygmalion Modern Drama  Harold Pinter, Edward Bond Literary appreciation theories  English texts  William Wordsworth  Samuel Taylor Coleridge  Mathew Arnold, T.S. Eliot, David Lodge Others  Plato, Longinus, Rasa theory and Indian poetics (In this module students will be expected to have read the primary works and develop a critical appreciation of them) Text books
Sessional work assessment Assignments 2x10 = 20 Tests 2x15 = 30 Total marks = 50 University examination pattern Q I  8 short type questions of 5 marks each, 2 from each module Q II  2 questions of 15marks each from module I with choice to answer any one Q III  2 questions of 15marks each from module II with choice to answer any one Q IV  2 questions of 15marks each from module III with choice to answer any one Q V  2 questions of 15marks each from module IV with choice to answer any one 