Mahamaya Technical University Noida syllabus

I want to get admission in B.Tech in Mahamaya Technical University Noida and for that I want to get the syllabus of first year so can you provide me that?

[Shaleen]

As you want to get the syllabus of B.Tech first year of Mahamaya Technical University Noida so here is the information of the same for you:

Semester 1:
Engineering Mathematics - I
Engineering Physics - I
Computer Programming/Engineering Mechanics
Electrical Engineering/Electronics Engineering
Engineering Chemistry/Manufacturing Practices
Branch Elective/Energy, Environment and Ecology
Professional Communication/Computer Aided Engineering Graphics
General Proficiency

Semester 2:
Engineering Mathematics - II
Engineering Physics – II/(E/M/C)
Engineering Mechanics/ Computer Programming
Electronics Engineering/Electrical Engineering
Manufacturing Practices /Engineering Chemistry
Energy, Environmentand Ecology/Branch Elective
Computer Aided Engineering Graphics/Professional Communication
General Proficiency

Details of the syllabi:
Differential Calculus-I
• Determination of nth derivative of standard functions-illustrative examples*.
• Leibnitz’s theorem (without proof) and problems.
• Taylor’s and Maclaurin’s series for one variable (without proof).
• Differential coefficient of length of arc (concept and formulae without proof).
• Curvature – Cartesian formula for radius of curvature, centre of curvature.
• Asymptotes for cartesian coordinates only. Curve tracing (cartesian & polar coordinates), simple problems.

Differential Calculus-II
• Partial Differentiation. Euler’s theorem. Change of variables.
• Jacobians.
• Approximation of errors.
• Expansion of functions of several variables (without proof).
• Extrema function of several variables.
• Lagrange’s Method of Multipliers (simple problems only).
• Envelopes. Evolutes.

Multiple Integrals
• Double Integral.
• Triple Integral.
• Change of Order of Integration.
• Change of Variables.
• Application of double and triple integrals to area and volume.
• Beta and Gamma functions.
• Dirichlet’s integral and application.

Vector Calculus
• Vector differentiation, Vector point function.
• Gradient, divergence and curl of a vector point function and their physical interpretation.
• Vector integration: Line, surface and volume integrals.
• Statement of Green’s, Stoke’s and Gauss divergence theorems (without proof) and problems.

Matrices:
• Elementary row and column transformation rank of a matrix.
• Linear dependence, consistency of linear system of equations and their solution.
•Characteristic equation .Cayley-Hamilton theorem. Eigen values and Eigen vectors, diagonalization.
• Complex and unitary matrices.
• Application of matrices to engineering problems.

Text Books:-
1. B. V. Ramana, Higher Engineering Mathematics, Tata Mc Graw-Hill Publishing
Company Ltd., 2008.
2. B. S. Grewal, Higher Engineering Mathematics, Khanna Publisher, 2005.
3. Babu Ram , Engineering Mathematics, Pearson.

Reference Books:-
1. E.Kreyszig, Advance Engineering Mathematics, John Wiley & Sons,2005.
2. Peter V. O’Neil, Advance Engineering Mathematics, Thomson (Cengage)Learning,2007.
3. Maurice D. Weir, Joel Hass, Frank R.Giordano, Thomas, Calculus, Eleventh Edition ,Pearson.
4. R. K. Jain & S. R. K. Iyenger , Advance Engineering Mathematics , Narosa Publishing -House, 2002.

Relativistic Mechanics
• Inertial & non-inertial frames,
• Galilean transformation equations,
• Michelson-Morley experiment, Einstein’s postulates,
• Lorentz transformation equations,
• Length contraction & time dilation,
• Addition of velocities, Variation of mass with velocity,
• Mass energy equivalence.

Electromagnetics
• Recapitulation of vector product, Gradient, Divergence & Curl,
• Statement and explanation of Gauss divergence &
• Stokes theorems, useful vector identities.
• Maxwell’s equations (Integral and differential forms)
• Equation of continuity, Transverse nature of EM waves,
• EM - wave equation and its propagation characteristics in freespace, Poynting vector.

Interference
• Spatial and temporal coherence
• Interference in thin films of uniform thickness and in wedgeshaped film (qualitative),
• Newton’s rings,
• Anti reflection and high reflection coatings (qualitative), interference filters(qualitative).

Diffraction:
• Single and N- slit diffraction,
• Grating spectra,
• Rayleigh’s criterion of resolution,
• Resolving power of grating

Polarization:
• Polarization by reflection and refraction, Double refraction,
• Nicol prism, Sheet polarizer, Production and analysis of plane,
• circularly and elliptically polarized lights,
• Basic concepts of optical activity, Polarimeter (Half shade).

Laser:
• Spontaneous and stimulated emission of radiation,
• Einstein’s coefficients, Construction and working of Ruby,
• He-Ne and semiconductor lasers, Important laser applications(qualitative).

Fiber Optics :
• Fundamental ideas about optical fibers, Types of fibers,
• Acceptance angle and cone, Numerical aperture,
• Propagation mechanism and communication in optical fiber, Attenuation,
• Signal loss in optical fiber and dispersion.

Holography
• Basic principles of holography, Construction of hologram and wave reconstruction,
• Applications of holography (qualitative).

Reference Material:
(i) J. W. Jewett Jr., R.A. Serway, Physics for scientists & engineers with modern physics (Cengage learning 2nd Indian reprint 2011).
(ii) A. Beiser,Concepts of Modern Physics, (Mc-Graw Hill).
(iii) Robert Resnick,Introduction to special theory of relativity (Wiley).
(iv) Ajoy Ghatak,Optics (Tata Mc-Graw Hill).
(v) Resnick, Hallidey and Walker Fundamental of Physics (Wiley).
(vi) David J. Griffith ,Introduction to Electrodynamics (Prentice-Hall India).
(vii) S. D. Jain and G. Sahasrabudhe, Engineering Physics (Universities Press).
(viii) K. Rajagopal, Engineering Physics (Prentice-Hall India).
(ix) G. Aruldhas, Engineering Physics (Prentice-Hall India).

Computer Programming:
UNIT I:
Introduction to Computer System:
Hardware, Software-system software, & application software;
Introduction to Computing Environment; Introduction to Problem solving and notion of algorithm: Flow charting, Pseudo code, corresponding sample C-programme, Testing the code; Number Systems and their conversion: Decimal, Binary, Octal and Hexadecimal representations, bit, byte; Character representation: ASCII, sorting order; System software re-visited: machine language, symbolic language, higher lever languages, what is a compiler, what is an operating system, what is a linker, what is an editor, error handling; Introduction to programme development.

UNIT II:
Structure of a C-program, comments, identifiers; Fundamental Data Types:
Character types, Integer, short, long, unsigned, single and double-precision floating point, complex, boolean, constants; Basic Input/Output: printf, formatting, scanf, eof errors; Operators and Expressions: Using numeric and relational operators, mixed operands and type conversion, Logical operators, Bit operations, Operator precedence and associatively, Functions in C: standard function, defining a function, inter-function communication- passing arguments by value, scope rules and global variables; Top-down program development.

UNIT III:
Conditional Program Execution:
Applying if and switch statements, nesting if and else, restrictions on switch values, use of break and default with switch; Program Loops and Iteration: Uses of while-do and for loops, multiple loop variables, assignment operators, using break and continue; Arrays: Array notation and representation, manipulating array elements, using multidimensional arrays, arrays of unknown or varying size

UNIT IV:
Sequential search, Sorting arrays; Strings, Recursion; Text files, file Input/Output - fopen, fread, etc Structures:
Purpose and usage of structures, declaring structures, assigning of structures, Pointers to Objects: Pointer and address arithmetic, pointer operations and declarations, using pointers as function arguments

UNIT V:
Familiarization with Linux OS environment:
Basic OS commands, directory creation, editing, storing and protecting access to files; Open-office; Text files in Indian languages: keyboarding, editing, searching; The Standard C Preprocessor: Defining and calling macros, utilizing conditional compilation, passing values to the compiler, string handling functions,

Two Dimensional Concurrent Force Systems:
• Basic concepts
• Units
• Force System
• Law of motion
• Moment and couple
• Vectors - Vectorial representation of forces and moments
• Vector operations
• Principle of Transmissibility of forces
• Resultant of a force system
• Equilibrium and Equations of Equilibrium
• Equilibrium conditions
• Free body diagrams
• Determination of reaction
• Resultant of Two dimensional concurrent forces, Applications of concurrent forces

Two Dimensional Non-Concurrent Force Systems:
• Basic concepts
• Varignon’s theorem
• Transfer of a force to parallel position
• Distributed force system
• Converting force into couple and vice-versa, applications
• Types of supports and their reactions

Friction:
• Introduction
• Laws of Coulomb Friction
• Equilibrium of Bodies involving Dry-friction
• Ladder friction
• Belt friction

Structure:
• Plane truss
• Perfect and imperfect truss
• Assumption in the truss analysis
• Analysis of perfect plane trusses by the method of joints
• Method of section

Centroid and Moment of Inertia:
• Centroid of plane, curve, area, volume and composite bodies
• Moment of inertia of plane area
• Parallel Axes Theorem
• Perpendicular axes theorems
• Mass moment of Inertia of Circular Ring, Disc, Cylinder, Sphere and Cone about their Axis of Symmetry
• Polar moment of inertia

Kinematics of Rigid Body:
• Introduction
• Plane rectilinear motion of rigid body
• Plane curvilinear Motion of Rigid Body
• Velocity and Acceleration under Translation and Rotational
Motion
• Relative velocity

Kinetics of rigid body:
• Introduction
• Force, Mass and Acceleration
• Work and Energy
• Impulse and Momentum
• D’Alembert’s Principles and Dynamic Equilibrium

Virtual work:
• Virtual displacement and virtual work
• Principle of virtual work
• Stability of equilibrium
• Application of virtual work on frames
• Lifting machines and ladders



Contact Details:
Mahamaya Technical University
C-20
Sector 62
Noida,
Uttar Pradesh 201309
India

[MAP]Mahamaya Technical University Noida Uttar Pradesh[/MAP]