S.E Extc Syllabus of Mumbai University - 2017-2018 StudyChaCha

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  #1  
Old March 11th, 2017, 10:42 AM
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Default S.E Extc Syllabus of Mumbai University

I want syllabus of SE (Electronics & Telecommunication) Course offered by Mumbai University. So do you have link from where I can download complete syllabus of SE (Electronics & Telecommunication) Course of Mumbai University?
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  #2  
Old March 11th, 2017, 12:14 PM
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Default Re: S.E Extc Syllabus of Mumbai University

As you want to download syllabus of SE (Electronics & Telecommunication) Course of Mumbai University, so here I am providing complete syllabus:

Mumbai University SE (Electronics & Telecommunication) Syllabus

SEM III
ETS301 Applied Mathematics III
ETC302 Analog Electronics I
ETC303 Digital Electronics
ETC304 Circuits and Transmission Lines
ETC305 Electronic Instruments and Measurements
ETS306 Object Oriented Programming Methodology
ETL301 Analog Electronics I Laboratory
ETL302 Digital Electronics Laboratory
ETL303 Circuits and Measurements Laboratory
ETSL304 Object Oriented Programming Methodology Laboratory

Applied Mathematics III

Laplace Transform
Inverse Laplace Transform: Partial fraction method, long division method, residue method

Applications of Laplace Transform: Solution of ordinary differential equations

Properties of Laplace Transform: Linearity, first shifting theorem, second shifting theorem, multiplication by n t , division by t , Laplace Transform of derivatives and integrals, change of scale, convolution theorem, initial and final value theorem, Parsavelís identity

Fourier Series
Introduction: Definition, Dirichletís conditions, Eulerís formulae

Fourier Series of Functions: Exponential, trigonometric functions, even and odd functions, half range sine and cosine series

Complex form of Fourier series, orthogonal and orthonormal set of functions, Fourier integral representation

Bessel Functions
Solution of Bessel Differential Equation: Series method, recurrence relation, properties of Bessel function of order +1/2 and -1/2

Generating function, orthogonality property

Bessel Fourier series of functions

Vector Algebra
Scalar and Vector Product: Scalar and vector product of three and four vectors and their properties

Vector Differentiation: Gradient of scalar point function, divergence and curl of vector point function

Properties: Solenoidal and irrotational vector fields, conservative vector field

Vector Integral: Line integral, Greenís theorem in a plane, Gaussí divergence theorem, Stokesí theorem


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