Mahamaya Technical University B Tech Syllabus

I want the syllabus for Mahamaya Technical University B Tech IT as well the admission requirement for B Tech IT. I have got good grades in 12th and in Entrance exam too and I have many options to join for B Tech IT but my first choice is Mahamaya Technical University so please provide me the syllabus?

My friend said me to search for syllabus of B.Tech 1st Semester Course of Mahamaya Technical University. I have searched but didn’t get anything. So will you help me to download syllabus of B.Tech 1st Semester Course of Mahamaya Technical University?

[pooja]

The Mahamaya Technical University is known as Dr. A.P.J. Abdul Kalam Technical University.

The Dr. A.P.J. Abdul Kalam Technical University is one of top Engineering Universities in India.

It offers a wide range of Under Graduate and Post Graduate Programs in several disciplines.

As you want to download syllabus of B.Tech 1st Semester Course, so here I am providing detailed syllabus:

B. Tech. I Semester Syllabus:

AS 101: Engineering Mathematics I:

Differential Calculus-I:
Determination of nth derivative of standard functions-illustrative examples*.
Leibnitzs theorem (without proof) and problems.
Taylors and Maclaurins 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. Eulers theorem. Change of variables.
Jacobians.
Approximation of errors.
Expansion of functions of several variables (without proof).
Extrema function of several variables.
Lagranges 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.
Dirichlets 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 Greens, Stokes 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

AS102: Engineering Physics I
Relativistic Mechanics
Inertial & non-inertial frames,
Galilean transformation equations,
Michelson-Morley experiment, Einsteins 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.
Maxwells 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),
Newtons rings,
Anti reflection and high reflection coatings (qualitative), interference filters(qualitative). Diffraction
Single and N- slit diffraction,
Grating spectra,
Rayleighs 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,
Einsteins 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).

Mahamaya Technical University B Tech 1st Semester Syllabus
niet.co.in/Engineering-college/img/btech_first_year.pdf