West Bengal State University Electronics Syllabus

I want to do B. Sc. in Electronics (Honours) from West Bengal State University. So I want to see the syllabus before taking admission. Tell me from where I can download syllabus of B. Sc. in Electronics (Honours) Program?

[Kiran Chandar]

Here I am providing detailed syllabus of B. Sc. in Electronics (Honours) Program of West Bengal State University as per your need:

West Bengal State University B. Sc. in Electronics (Honours) Syllabus

Part I
Paper I
1. Mathematical & Numerical Methods: Theory
2. Circuit Theory: Theory
3. Heat & Thermodynamics: Theory
Paper II
1. Statistical Mechanics: Theory
2. Quantum Mechanics: Theory
3. Electricity and PSPICE: Practical

Part II
Paper III
1. ComputationalMethods: Theory
2. Solid State Physics: Theory
3. Solid State Devices and Circuits: Practical
Paper IV
1. Active Devices: Theory
2. Active Circuits: Theory
3. ElectronicsInstrumentation: Theory

Part III
Paper V
1. Electromagnetic Fields and Waves: Theory
2. Microwave Electronics and Photonics: Theory
Paper VI
1. DigitalElectronics: Theory
2. Microprocessors:Theory
3. Communication:Theory
4. Computer Science: Theory
Paper VII
1. Linear Integrated Circuits and Communication Systems: Practical
2.Assembly Language Programming on the 8085 Microprocessor: Practical
Paper VIII
1. Digital Electronics: Practical
2.Computer Programming in C-Language: Practical

Paper I
Module 1: Mathematical & Numerical Methods: Vector analysis: Definition and classification of vectors, Scalar and vector products, Vector calculus-application to simple problems. Theorems-Gauss‟ divergence, Stokes, Green‟s with simple applications. Matrix: Addition, subtraction, multiplication, non-commutativity, Hermitian and unitary matrices, digitalization, eigen values and eigen vectors for real symmetric matrix, quadratic forms. Differential Equations: First and second order differential equations, equations with constant coefficients (homogeneous and inhomogeneous). Second order linear differential equation with variable coefficients, outlines of Frobenious method of power series solution, illustration by special functions (Hermite, Bessel, Legendre polynomials, beta and gamma functions) Partial differential equation and its solution in different co-ordinate systems, wave equation and its solution.

Fourier’s Series: Definition of linear independence and completeness of set of functions. Fourier‟s theorem (proof not required), equations involving Fourier‟s coefficients, analysis of simple waveforms using Fourier series, Fourier integral. Laplace transform: Properties and simple problems. Numerical Method: Solution of algebraic and transcendental equations by bisection method, Newton-Raphson method. Numerical differentiation. Numerical integration: Simpson‟s 1/3 rule, Gauss‟s quadrature. Solution of ordinary linear differential equations: Euler‟s method, Runge Kutta method.

West Bengal State University B. Sc. in Electronics (Honours) Syllabus

i want msc electronics science syllabus 2017-2018