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UTU Syllabus 2018 B.Tech/M.Tech (All Branches) Year-Wise Syllabus PDF


UTU Syllabus

For upcoming B.Tech/M.Tech Exam in Uttarakhand Technical University, we have prepared latest UTU Syllabus for all branches. With the help of this page you can get Uttarakhand Technical University Year-Wise Syllabus for B.Tech/M.Tech exams.

Follow the overview of complete syllabus of Uttarakhand Technical University and start the preparation of exam accordingly. You can download the PDF of UTU Syllabus 2018 with the help of this page that is prepared by the team members of www.privatejobshub.in.

UTU Syllabus

Go through provided UTU .Tech/M.Tech Year-Wise Syllabus which is prepared below. Details Uttarakhand Technical University Exam Syllabus is provided you can go through it and check all topics in each unit to get complete overview of UTU All Braches Syllabus.

B.Tech Ist Year (Common to All B.Tech Courses)

Mathematics –I (TMA101):

Elementary row and column transformations Rank of matrix, linear dependence, Consistency of linear system of equations, Characteristic equation, Cayley-Hamilton theorem, Eigen values and Eigen vectors, Diagonalization, Complex and unitary matrices.=
Differential Calculus -I
Leibnitz theorem, Partial Differentiation, Euler’s theorem, Change of variables, Expansion of functions of several variables.
Differential Calculus -II
Jacobian, Approximations and errors, Extrema of functions of several variables, Lagrange method of multipliers
Multiple Integrals
Double and triple integrals, Change of order, Change of variables, beta and gamma functions, Application to area, volume, Drichlet integral and applications.
Vector Calculus
Point functions, Gradient, divergence and curl of a vector and their physical interpretation, Line, surface and volume integrals, Green, Stokes and Gauss divergence theorem.

Engineering Physics (TPH-101/201):

Relativistic Mechanics:
Inertial and Non-inertial Frames, Postulates of Special Theory of Relativity, Galilean and Lorentz Transformation, Length Contraction and Time Dilation, Addition of Velocities, Mass Energy Equivalence and Variation of Mass with Velocity.
Radiation: Kirchoff’s Law, Stefan’s law (only statement), Energy spectrum of Blackbody Radiation, Compton Effect.
Coherent Sources, Conditions of Interference, Fresnel’s Biprism Experiment, Displacement of Fringes, Interference in Thin Films – Wedge Shaped Film, Newton’s Rings.
Diffraction : Single and n-Slit Diffraction, Diffraction Grating, Raleigh’s Criterion of Resolution, Resolving Power of Grating.
Phenomenon of Double Refraction, Ordinary and Extra-ordinary Rays, Nicol Prism, Production and Analysis of Plane, Circularly and Elliptically Polarized Light, Fresnel Theory, Optical Activity, Specific Rotation, Polarimeter.
Laser : Principle of Laser Action, Einstein’s Coefficients, Construction and Working of He-Ne and Ruby Laser.
Ampere’s Law and Displacement Current, Maxwell’s Equations in Integral and Differential Forms, Electromagnetic Wave Propagation in Free Space and Conducting Media, Poynting Theorem.
Magnetic Properties of Materials
Basic Concept of Para- , Dia and Ferro-Magnetism, Langevin’s Theory of Diamagnetism, Phenomenon of Hysterisis and Its Applications
Essential properties of superconductors( zero resistivity), London equations, penetration depth and coherence length , Meissner effect, critical field , critical current Isotope effect, heat capacity, Type I and Type II superconductors, Characteristics of superconductors in superconducting state, applications of superconductors.
Wave Mechanics: Wave Particle Duality, de Broglie Concept of Matter Waves, Heisenberg Uncertainty Principle, Schrödinger Wave Equation and Its Applications: Particle in a Box.

Engineering Chemistry (TCY -101/201):

 Molecular orbital diagram of diatomic molecules, valence bond theory & molecular orbital Theory linear combination of atomic orbitals, hybridization, hydrogen bonding, band theory of solids, liquid crystals with their classification applications, Bragg’s Law, Fullerenes & their application , Nature of organic molecules, attacking reagents, inductive effect, electromeric, mesomeric(resonance) effect, hyperconjugation, reaction intermediates types of organic reaction (substitution, addition, elimination reaction & organic rearragements), Saytzeff’s rule, organic name reactions (cannizzaro’s reaction, aldol condensation, Pinnacol-pinnacolon rearrangement, Beckmann’s rearrangement, Hoffmann’s rearrangement), Optical isomerism & confirmations, E-Z nomenclature, R-S configuration.
Rate of reaction, order &molecularity of reaction, Zero order, First Order, Second order reaction, steady state approximation, concept of activation energy, energy barrier, cell potential, liquid junction potential, conductance & its variation with dilution, Transport no. Kohlraush’s Law and its  application, pH, buffer solution, calculation of pH of buffer mixture solubility & solubility Product, Nernst distribution law & its application, corrosion, its type, Mechanism & control , Theory of Electrochemical corrosion.Hardness of water, boiler feed water, Softening of water (Calgon Process, Zeolite process, Lime Soda process & Ion exchange process), Reverse osmosis, treatment of boiler feed water.
Introduction & classification of polymers, Types of Polymerization, bulk solution, suspension & emulsion, copolymers, vulcanization, PVC, Polyamides, Polyurethane, Polyethylene, Poly propylene, PET, Resins (Phenol Formaldehyde), PMMA, PAN, Rubber, Conducting and Biodegradable polymers, Pyroceramics, Toughened glass, Strengthening of glass, Refractories, Nano Composites, Protective Coatings, Fe, Al, Cu, Pb& Zn alloys, Organometallics & their applications.
Classification of Fuels, calorific value of fuel, gross & net calorific value, determination of calorific value using Bomb calorimeter, Coal, Biomass and Biogas, Bio Fuel, Esterification &Transesterification,Introduction of Lubricants, Mechanism of Lubrication, Classification of Lubricant, Bio Lubricant, Flash and Fire Point, Pour Point, Cloud Point, Aniline point, Viscosity index.
Titrimetric analysis with reference to acid-base, redox, precipitation and complexometric titrations. Elementary ideas and simple applications of UV, visible, mass and HNMR spectral techniques.

Basic Electrical Engineering (TEE101/201) EE 101 (AUTUMN/ SPRING) L T P:

D.C. Network Theory:  Circuit theory concepts-Mesh and node analysis. Network Theorems- Super-position theorem. Thevenin’s theorem, Norton’s theorem, Maximum, Power Transfer theorem, Star Delta transformation.
Steady State Analysis of A.C. Circuits : Sinusoidal and phasor representation of voltage and current: single phase A.C. circuit behaviour of resistance, inductance and capacitance and their combination in series & parallel and power factor, series parallel resonance-band width and quality factor : magnetic circuit.
Three Phase A.C. Circuits: Star-Delta connections, line and phase voltage/current relations, three phase power and its measurement.
3. Measuring Instruments: Construction and principle of operation of voltage and current measuring instruments; introduction to power and energy meters.
Transformer: Principle of operation, types of construction, phasor diagram, equivalent circuit, efficiency and voltage regulation of single phase transformer, O.C. and S.C. tests.
Rotating Machine
D.C. Machines : Principle of electromechanical energy conversion, types of d.c. machines, E.M.F. equation, Magnetization and load characteristics, losses and efficienc y, Starter and speed control of d.c. motors, their applications.
Synchronous Machines: Principle of Operation of Alternator and synchronous motor 2
Three phase induction Motor: Principle of operation, types and methods of starting, slip-torque characteristics, applications. Single phase Motors : Principle of operation and methods of starting of induction motor, Stepper motor and Universal motor 3

Mechanical Engineering:

Fundamental Concepts and Definitions : Definition of thermodynamics, System, Surrounding and universe, Phase, Concept of continuum, Macroscopic & microscopic point of view. Density, Specific volume, Pressure, temperature.
Thermodynamic equilibrium, Property, State, Path, Process, Cyclic and non cyclic processes, Reversible and irreversible processes, Quasi static process, Energy and its forms, Enthalpy.
Zeroth law: Zeroth law, Different temperature scales and temperature measurement First law:First law of thermodynamics. Processes – flow and non-flow, Control volume, Flow work and non- flow work, Steady flow energy equation, Unsteady flow systems and their analysis. Second law: Limitations of first law of thermodynamics, Essence of second law, Thermal reservoir, Heat engines. COP of heat pump and refrigerator. Statements of second law and their equivalence, Carnot cycle, Carnot theorem, Thermodynamic temperature scale, Clausius inequality. Concept of entropy.
Properties of steam: Properties of steam, Phase transformation process and its graphical representation on P-V, T-V & T-s diagram, Mollier diagram and Steam Tables, Processes involving steam in closed and open systems.
Introduction to I.C. Engines: Two & four stoke S.I. and C.I. engines. Otto cycle, Diesel cycle, Dual cycle.
Force system and Analysis Basic concept: Review of laws of motion, transfer of force to parallel position, resultant of planer force system, Free Body Diagrams, Equilibrium. Friction: Introduction, Laws of Coulomb friction, Equilibrium of bodies involving dry fiction.
Structure Analysis Beams: Introduction, Shear force and bending moment, Shear force and bending moment diagram for statically determinate and indeterminate beams.
Trusses: Introduction, Simple Trusses, Determination of forces in simple truss members, Method of joints and Method of section.
Stress and Strain Analysis Simple stress and strain: Introduction, Normal shear stresses, Stress-strain diagrams for ductile and brittle materials, Elastic constants, One dimensional loading of members of varying cross section, Strain energy, Thermal stresses.
Compound stress and strains: Introduction, State of plane stress, Principal stress and strain, Mohr’s circle for stress and strain.
Pure Bending of Beams: Introduction, Simple bending theory, Stress in beams of different cross sections. Torsion: Introduction, Torsion of Shafts of circular section, Torque and Twist, Shear stress due to Torque.

Fundamentals Of Computer & Programming (TCS 101/201):

Introduction to Computer Systems; Data representation: Number systems, character representation codes, Binary, hex, octal codes and their inter conversions. Binary arithmetic, Floating point arithmetic, signed and unsigned numbers IEEE standards,CPU organization, ALU, registers, memory, the idea of program execution at micro level. Concept of computing, contemporary Operating Systems such as DOS, Windows, UNIX etc. (only brief user level description). Introduction to organization and architecture of mainframe, mini and  micro systems.
Concept of flow chart and algorithm; Algorithms to programs: specification, top-down development and stepwise refinement ,Introduction to the design and implementation of correct, efficient and maintainable programs, structured Programming,,Use of high level programming language for the systematic development of programs, programmability and programming languages, Object codes, compilers. Introduction to the Editing tools such as vi or MS-VC editors.
C: Data types, Identifiers, Storage class, Constant, Operators, expression, Statements, console I/O statements, Selection statements: if-else, switch, Iteration Statements: for, while, do-while, Jump statements: return, go to, break, continue, comments. Function, Call by value, Call by reference, arguments to main(), return statements, recursion, function prototypes, , preprocessor directives.
Arrays: Single dimensional arrays, two dimensional arrays, multidimensional arrays, variable length arrays. Strings, array of strings. Structures: array of structures, passing structure to function, structure pointers, structure within structures. Unions, bit fields, enumerations.
Pointers: pointer variables, pointer operator, pointer expression, array of pointers, multiple indirection, pointers to functions, dynamic allocation functions.
File I/O : Streams and files, file system basics, fread, fwrite, fseek, random access I/O, fprintf(), fscanf(), standard streams.

M.Tech (Mechanical Engineering) Semester I Compulsory Subjects (Regular)

MTME-101 Numerical Methods And Computer Programming:

UNIT - 1
Solution of Algebraic and Transcendental Equation: Newton-Raphson method including method of complex roots, Graeffe’s root square method (Computer based algorithm and programme for these methods)
UNIT – 2
Interpolation and Approximation: Lagrange’s and Newton-divided difference formula, Newton interpolation formula for finite differences, Gauss’s forward and backward interpolation formulae, Bessel’s and Laplace-Everett’s formulae, Cubic spline, least squares approximation using Chebyshev polynomial.
UNIT - 3
Solution of Linear Simultaneous Equations: Cholesky’s (Crout’s) method, Gauss-Seidel iteration and relaxation methods, Solution of Eigenvalue problems; Smallest, largest and intermediate Eigen values (Computer based algorithm and programme for these methods)
UNIT - 4
Numerical Differentiation and Integration: Numerical differentiation using difference operators, Simpson’s 1/3 and 3/8 rules, Boole’s rule, Weddle’s rule.
UNIT - 5
Solution of Differential Equations: Modified Euler’s method, Runge-Kutta method of 2nd, 3rd and 4th orders, Predictor-Corrector method, Stability of Ordinary differential equation, Solution of Laplace’s and Poisson’s equations by Liebmann’s method, Relaxation method.

MTME-102 Simulation, Modelling and Analysis:

UNIT - 1
Introduction: A review of basic probability and statistics, random variables and their properties, Estimation of means variances and correlation.
UNIT - 2
Physical Modelling: Concept of System and environment, Continuous and discrete systems, Linear and non-linear systems, Stochastic activities, Static and Dynamic models, Principles of modeling, Basic Simulation modeling, Role of simulation in model evaluation and studies, advantages of simulation
System Simulation: Techniques of simulation, Monte Carlo method, Experimental nature of simulation, Numerical computation techniques, Continuous system models, Analog and Hybrid simulation, Feedback systems, Computers in simulation studies, Simulation software packages. System Dynamics: Growth and Decay models, Logistic curves, System dynamics diagrams.
Probability Concepts in Simulation: Stochastic variables, discrete and continuous probability functions, Random numbers, Generation of Random numbers, Variance reduction techniques, Determination of length of simulation runs. Simulation of Mechanical Systems: Building of Simulation models, Simulation of translational and rotational mechanical systems, Simulation of hydraulic systems.
Simulation of Manufacturing Systems: Simulation of waiting line systems, Job shop with material handling and Flexible manufacturing systems, Simulation software for manufacturing, Case studies.

MTME-103 Applied Operations Research:

Introduction: Definition and scope of OR, Techniques and tools, model formulation, general methods for solution, Classification of Optimization problems, Optimization techniques Linear Optimization Models: Complex and revised Simplex algorithms, Degeneracy and duality, Post optimum and Sensitivity analysis, Assignment, transportation and transshipment models, Traveling salesman problem, Integer and parametric programming.
Game Problems: Minimax criterion and optimal strategy, two persons zero sum game, Games by Simplex dominance rules.
Waiting Line Problems: Classification of queuing problems, M/M/1 & M/M/1/N queuing systems, Steady state analysis of M/M/m queues, Discrete and continuous time Markov models, Chapman Kolmogorov equation, Birth & death processes in manufacturing, Open and Closed queuing networks. Inventory Management: ABC analysis, deterministic and Probabilistic models.
Dynamic Programming: Characteristics of dynamic programming problems, Bellman’s principle of optimality, Problems with finite number of stages.
Stochastic Programming: Basic concepts of Probability theory, Stochastic linear programming.

MTME-104 Advanced Thermal Engineering:

Basic Definitions & Concepts, Equation of state, Calculation of thermodynamic properties.
Generalized compressibility charts, Second law analysis, Availability, irreversibility, Maxwell equations, Joule-Thomson coefficient, Thermodynamics of reactive mixtures, Stoichiometry.
Generalized conduction equation, Steady and unsteady heat conduction in a slab of finite thickness; Effect of heat generation; Non-zero initial condition, Constant flux and convective boundary conditions.
 Heat conduction in an inhomogeneous medium; Examples of composite media; Radiation heat transfer, Surface properties, Configuration factor, Radiative heat exchange between gray surfaces.
 Navier-Stokes equation, Stream function, Velocity potential, Vorticity and circulation potential flow theory, Boundary layer theory.

MTME-201 Optimization For Engineering Design:

Introduction: Historical Developments, Engineering applications of Optimization Classical Optimization Techniques: Introduction, Review of single and multivariable optimization methods with and without constraints, Non-linear one-dimensional minimization problems, Examples.
Constrained Optimization Techniques: Introduction, Direct methods - Cutting plane method and Method of Feasible directions, Indirect methods - Convex programming problems, Exterior penalty function method, Examples and problems Unconstrained Optimization
Techniques: Introduction, Direct search method - Random, Univariate and Pattern search methods, Rosenbrock’s method of rotating co-ordinates, Descent methods - Steepest Decent methods-QuasiNewton’s and Variable metric method, Examples.
Geometric Programming: Introduction, Unconstrained minimization problems, solution of unconstrained problem from arithmetic-geometric inequality point of view, Constrained minimization problems, Generalized polynomial optimization, Applications of geometric problems, Introduction to stochastic optimization.
Novel methods for Optimization: Introduction to simulated annealing, selection of simulated annealing parameters, simulated annealing algorithm; Genetic Algorithm (GA), Design of GA, Key concepts of GA, Neural Networks, A frame work for Neural Network models, Construction of Neural Network algorithm, Examples of simulated algorithm, genetic annealing and Neural Network method.

MTME-202 Advanced Mechanics Of Solids:

 Analysis of stress and strain, Constitutive relationships, failure theories, Torsion of non-circular sections.
Plane stress and plain strain problems, Review of fatigue analysis, Introduction to fracture mechanics, Inelastic behaviour, Viscoelasticity.
 Structure and behaviour of polymers, Behavior of unidirectional composites and orthotropic lamina.
Failure theories for fibre composites, development of various structures in composites.
Computer based analysis and solutions to problems in mechanics of solids.

MTME-203 Production Technology:

Welding Technology: Welding comparison with other fabrication processes, Classification, Fusion and pressure welding, Weldability of metals, Metallurgy of welding, Weld design, Stress distribution and temperature fields in the welds, Recent developments in welding viz.
Diffusion, Friction, Electron beam and Induction welding, Cladding, Metallizing, Surfacing and Fabrication, Welding defects and inspection of welds, Thermal cutting of metals and its use in fabrication of process machines, Cutting of cast iron, stainless steel and non-ferrous metals.
Metal Forming: Classification of forming process, Stress, strain and strain rules, laws, Yield criterion and flow rules, Friction and lubrication in metal forming processes, Indirect compression processes e.g., Drawing and Extrusion processes, Direct compression processes e.g., forming and rolling.
Theory of deep drawing, Load bounding techniques and upper bound estimates of field theory, Bending and forming, High-energy rate forming techniques and their applications, Recent advances in metal forming.
Metal Cutting: Tool geometry and signature, Theory of orthogonal and oblique metal cutting, Tool wear and lubrication, Theoretical evaluation of temperature fields at shear zone and tool-chip interface, Dynamics of metal cutting and machine tool stability, A critical review of theories of dynamic cutting machining at super high speeds, recent advances in cutting tool and science of metal cutting.

Download Uttarakhand Technical University Syllabus PDF

Download UTU Exam Syllabus PDF by pressing below provided links as per your stream or branch. Complete Uttarakhand Technical University B.tech Syllabus and Uttarakhand Technical University M.Tech Syllabus links are given below press on suitable link and download the structure of syllabus and prepare for exam accordingly.

UTU B Tech Syllabus PDFs:

First Year
First Year Labs
Applied Electronics and Instrumentation Second year
Applied Electronics and Instrumentation Third year
Applied Electronics and Instrumentation Fourth year
Automobile Engg. Second year
Automobile Engg. Third year
Automobile Engg. Fourth year
Biotechnology Second year
Biotechnology Third year
Biotechnology Fourth year
Chemical Engineering Syllabus All Semester
CIVIL Engg Second year
CIVIL Engg Third year
CIVIL Engg Fourth year
Computer Science and Engineering Second year
Computer Science and Engineering Third year

UTU M. Tech Syllabus PDF:

Computer Science
Computer Science New-2012
Computer Science & Engineering New-2010
Digital Communication
Mechanical Engineering

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