#1
8th April 2013, 02:54 PM
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Kerala University Syllabus for BTECH
Want to know about the syllabus of B.Tech Information technology of Kerala University??
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#2
9th April 2013, 12:56 PM
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Re: Kerala University Syllabus for BTECH
As you are looking for the syllabus of B.Tech Information technology of Kerala university so here I am sharing with you. Combined Ist and IInd Sem 08.101 Engineering Mathematics 08.102 Engineering Physics 08.103 Engineering Chemistry 08.104 Engineering Graphics 08.105 Engineering Mechanics 08.106 Basic Civil Engineering 08.107 Basic Mechanical Engineering 08.108 Basic Electrical and Electronics Engineering 08.109 Basic Communication and Information Engineering 08.110 Engineering Workshops IIIrd Sem 08.301 Engineering Mathematics II (CMPUNERFTAHB) 08.302 Problem Solving and Programming in C(R F) 08.303 Discrete Structures(R F) 08.304 Electronic Circuits (R F) 08.305 Digital System Design (R F) 08.306 Computer Organization (R F) 08.307 Electronic Circuits Lab (R F) 08.308 Programming Lab (R F) IVth Sem 08.401 Engineering Mathematics III (CMPUNERFHB) 08.402 Humanities (CRFTAHB) 08.403 Microcontroller-based Design 08.404 Object Oriented Techniques (R F) 08.405 Data Structures and Algorithms (R F) 08.406 Database Design 08.407 Data Structures Lab (R F) 08.408 Object Oriented Programming Lab Vth Sem 08.501 Engineering Mathematics IV (ERFBH) 08.502 Advanced Mathematics & Queueing Models (RF) 08.503 Theory of Computation 08.504 Systems Programming (RF) 08.505 Operating Systems 08.506 Data Communication 08.507 Digital Circuits Lab 08.508 Database Lab Rest of the syllabus is attached in below file which is free of cost for you. Address: University of Kerala Palayam Campus Near Aasan Square, 23, Palayam Airport Rd, Palayam, Thiruvananthapuram, Kerala 695037 Ph: 0471 230 5738 Map: [MAP]http://maps.google.co.in/maps?q=Kerala+University&hl=en&ll=8.502551,76.9470 19&spn=0.008255,0.013089&hq=Kerala+University&radi us=15000&t=m&z=16&iwloc=A[/MAP] |
#3
4th December 2019, 02:18 PM
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Re: Kerala University Syllabus for BTECH
Can you provide me the syllabus of B. Tech (Bachelor of Technology) Mechanical Engineering Degree Course offered by University of Kerala?
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#4
4th December 2019, 02:24 PM
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Re: Kerala University Syllabus for BTECH
The syllabus of B. Tech (Bachelor of Technology) Mechanical Engineering Degree Course offered by University of Kerala is as follows: 08.103 ENGINEERING MATHEMATICS- I MODULE- 1 Applications of differentiation:– Definition of Hyperbolic functions and their derivatives- Successive differentiation- Leibnitz’ Theorem(without proof)- Curvature Radius of curvature- centre of curvature- Evolute ( Cartesian ,polar and parametric forms) Partial differentiation and applications:- Partial derivatives- Euler’s theorem on homogeneous functions- Total derivatives- Jacobians- Errors and approximations Taylor’s series (one and two variables) - Maxima and minima of functions of two variables - Lagrange’s method- Leibnitz rule on differentiation under integral sign. Vector differentiation and applications :- Scalar and vector functions differentiation of vector functions-Velocity and acceleration- Scalar and vector fields Operator∇ - Gradient- Physical interpretation of gradient- Directional derivative Divergence- Curl- Identities involving ∇ (no proof) - Irrotational and solenoidal fields – Scalar potential. MODULE-II Laplace transforms:- Transforms of elementary functions - shifting property Inverse transforms- Transforms of derivatives and integrals- Transform functions multiplied by t and divided by t - Convolution theorem(without proof)-Transforms of unit step function, unit impulse function and periodic functions-second shifiting theorem- Solution of ordinary differential equations with constant coefficients using Laplace transforms. Differential Equations and Applications:- Linear differential equations with constant coefficients- Method of variation of parameters - Cauchy and Legendre equations –Simultaneous linear equations with constant coefficients- Application to orthogonal trajectories (cartisian form only). MODULE-III Matrices:-Rank of a matrix- Elementary transformations- Equivalent matrices Inverse of a matrix by gauss-Jordan method- Echelon form and normal form- Linear dependence and independence of vectors- Consistency- Solution of a system linear equations-Non homogeneous and homogeneous equations- Eigen values and eigen vectors – Properties of eigen values and eigen vectors- Cayley Hamilton theorem(no proof)- Diagonalisation- Quadratic forms- Reduction to canonical forms-Nature of quadratic forms-Definiteness, rank, signature and index. REFERENCES 1. Kreyszig; Advanced Engineering Mathematics, 8th edition, Wiley Eastern. 2. Peter O’ Neil ; Advanced Engineering Mathematics, Thomson 3. B.S.Grewal ; Higher Engineering Mathematics, Khanna Publishers 4. B.V.Ramana; Higher Engineering Mathematics, Tata Mc Graw Hill, 2006 5. Michel D Greenberg; Advanced Engineering Mathematics, Pearson International 6. Sureshan J, Nazarudeen and Royson; Engineering Mathematics I, Zenith Publications Syllabus B. Tech Mechanical Engineering University of Kerala |
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