#1
13th November 2015, 03:10 PM
| |||
| |||
VTU University Engineering Syllabus
I have taken admission in B.E Program of Visvesvaraya Technological University this year. Now I want syllabus of first semester. So will you provide syllabus of First Semester of Engineering Program of Visvesvaraya Technological University?
|
#2
13th November 2015, 03:15 PM
| |||
| |||
Re: VTU University Engineering Syllabus
As you are looking for syllabus of first semester of B.E Program of Visvesvaraya Technological University, so here I want to inform you that there are following subjects in first semester. ENGINEERING MATHEMATICS-I ENGINEERING PHYSICS ENGINEERING CHEMISTRY ELEMENTS OF CIVIL ENGINEERING AND MECHANICS PROGRAMMING IN C AND DATA STRUCTURES ELEMENTS OF MECHANICAL ENGINEERING COMPUTER AIDED ENGINEERING DRAWING BASIC ELECTRICAL ENGINEERING BASIC ELECTRONICS WORKSHOP PRACTICE COMPUTER PROGRAMMING LABORATORY ENGINEERING PHYSICS LAB ENGINEERING CHEMISTRY LABORATORY ENVIRONMENTAL STUDIES ( Modified) CONSTITUTION OF INDIA, PROFESSIONAL ETHICS & HUMAN RIGHTS ( Modified ) LANGUAGES ENGINEERING MATHEMATICS-II It is too difficult to provide syllabus of all those subjects. So you have to mention name of subject which syllabus you want. Here I am attaching syllabus of ENGINEERING PHYSICS for your reference: VTU B.E First Semester ENGINEERING PHYSICS Syllabus Module -1 Modern Physics and Quantum Mechanics Black body radiation spectrum, Assumptions of quantum theory of radiation, Plank’s law, Weins law and Rayleigh Jeans law, for shorter and longer wavelength limits. Wave Particle dualism, deBroglie hypothesis. Compton Effect. Matter waves and their Characteristic properties, Definition of Phase velocity and group velocity, Relation between phase velocity and group velocity, Relation between group velocity and particle velocity. Heisenberg’s uncertainity principle and its application, (Non-existence of electron in the nucleus).Wave function, Properties and physical significance of wave function, Probability density and Normalization of wave function. Setting up of one dimensional time independent Schrodinger wave equation. Eigen values and Eigen functions. Application of Schrodinger wave equation for a particle in a potential well of infinite depth and for free particle. Module -2 Electrical Properties of Materials Free–electron concept (Drift velocity, Thermal velocity, Mean collision time, Mean free path, relaxation time). Failure of classical free electron theory. Quantum free electron theory, Assumptions, Fermi factor, density of states (qualitative only) Fermi–Dirac Statistics. Expression for electrical conductivity based on quantum free electron theory, Merits of quantum free electron theory. Conductivity of Semi conducting materials, Concentration of electrons and holes in intrinsic semiconductors, law of mass action. Temperature dependence of resistivity in metals and superconducting materials. Effect of magnetic field (Meissner effect). Type I and Type II superconductors–Temperature dependence of critical field. BCS theory (qualitative). High temperature superconductors. Applications of superconductors –. Maglev vehicles. Module – 3 Lasers and Optical Fibers Einstein’s coefficients (expression for energy density). Requisites of a Laser system. Condition for laser action. Principle, Construction and working of CO2 laser and semiconductor Laser. Applications of Laser – Laser welding, cutting and drilling. Measurement of atmospheric pollutants. Holography–Principle of Recording and reconstruction of images. Propagation mechanism in optical fibers. Angle of acceptance. Numerical aperture. Types of optical fibers and modes of propagation. Attenuation, Block diagram discussion of point to point communication, applications. Module-4 Crystal Structure Space lattice, Bravais lattice–Unit cell, primitive cell. Lattice parameters. Crystal systems. Direction and planes in a crystal. Miller indices. Expression for inter – planar spacing. Co-ordination number. Atomic packing factors (SC,FCC,BCC). Bragg’s law, Determination of crystal structure using Bragg’s X–ray difractometer. Polymarphism and Allotropy. Crystal Structure of Diamond, qualitative discussion of Pervoskites. VTU B.E First Semester ENGINEERING PHYSICS Syllabus |