University of Rajasthan syllabus BE

Hi buddy I am going BE degrees in Electrical Engineering from University of Rajasthan, so would you give me syllabus of BE (Electrical Engineering) of 4th semester? Is BE (Electrical Engineering) of 4th semester available on University of Rajasthan website?

I am studying in BE 1st year in University of Rajasthan now I want to know about its syllabus so please give me the syllabus of BE 1st year of University of Rajasthan.

University of Rajasthan was established in the year 1948, it is the oldest institution of higher learning in Rajasthan.

As you required for the University of Rajasthan syllabus BE, here is the same:

I
Introduction: Engineering application of optimization, Statement and classification
of optimization problem, single variable and multivariable optimization with and
without constraints.
II
Linear Programming: Formulation of Linear Programming problem, Graphical
Approach, General Linear Programming problem, Simplex Method. Duality in
Linear Programming and Transportation Problems.
III
Project Scheduling: Project Scheduling by PERT and CPM Network Analysis.
Sequencing Theory: General Sequencing problem n-jobs through 2 machines & 3
machines and 2-jobs through m machines.
IV
LAPLACE TRANSFORM: Laplace transform with its simple properties. Inverse
Laplace transform, convolution theorem (without proof), solution of ordinary
differential equation with constant coefficient, solution of partial differential
equation having constant coefficient with special reference to diffusion, Heat
conduction and wave equation. Boundary value problems
V
NUMERICAL ANALYSIS: Difference operators forward, backward, central, shift
and average operators and relation between them. Newton’s and Gauss forward and
backward interpolation formula for equal interval, Stirling’s formula for central
difference. Lagrange’s Interpolation formula and Inverse Interpolation.
Numerical differentiation by Newton’s, Gauss and Sterling’s formula. Numerical
Integration by Simpson’s one third and there eight rule. Numerical Integration of
ordinary differential equation of first order by Picard’s method, Euler’s and modified
Euler’s method, Milne’s method and Runga-Kutta fourth order method. Solution of
difference equation.

University of Rajasthan syllabus BE








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Address
Rajasthan University
Jln Marg, Jaipur, Rajasthan 302005 ‎
0141 271 1070
‎

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