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  #2  
4th August 2015, 09:14 AM
Super Moderator
 
Join Date: Apr 2013
Re: Syllabus for BARC online test

As you want to get the syllabus of Bhabha Atomic Research Centre online test so here is the information of the same for you:

BARC Syllabus for Computer Science and Information Technology (CS):
Engineering Mathematics
Mathematical Logic
Probability
Set Theory & Algebra
Combinatory
Graph Theory
Linear Algebra
Numerical Methods
Calculus

Computer Science and Information Technology
Digital Logic
Computer Organization and Architecture
Programming and Data Structures
Algorithms
Theory of Computation
Compiler Design
Operating System
Databases
Information Systems and Software Engineering
Computer Networks
Web technologies

BARC Syllabus for Electrical Engineering (EE):
Engineering Mathematics
Linear Algebra:
Matrix Algebra
Systems of linear equations
Eigen values and Eigen vectors

Calculus:
Mean value theorems
Theorems of integral calculus
Evaluation of definite and improper integrals
Partial Derivatives
Maxima and minima
Multiple integrals
Fourier series
Vector identities
Directional derivatives
Line
Surface and Volume integrals
Stokes
Gauss and Green’s theorems

Differential equations:
First order equation (linear and nonlinear)
Higher order linear differential equations with constant coefficients
Method of variation of parameters
Cauchy’s and Euler’s equations
Initial and boundary value problems
Partial Differential Equations
Variable separable method

Complex variables:
Analytic functions
Cauchy’s integral theorem and integral formula
Taylor’s and Laurent’ series
Residue theorem
Solution integrals

Probability and Statistics:
Sampling theorems
Conditional probability
Mean, Median, mode and standard deviation
Random variables
Discrete and continuous distributions
Poisson
Normal and Binomial distribution
Correlation and regression analysis

Numerical Methods:
Solutions of non-linear algebraic equations
Single and multi-step methods for differential equations

Transform Theory:
Fourier transform
Laplace transform
Z-transform

BARC Syllabus for Electronics and communications (ECE)
Analog and Digital Electronics
Electro-Magnetic and Microwave
Communication (Analog & Digital)
Control Systems
Signal and Systems
Microprocessor
Computer Organization
Network Theory

BARC Syllabus for Civil Engineering:
Engineering Mathematics
Linear Algebra
Calculus
Differential equations
Complex variables
Probability and Statistics
Numerical Methods

Structural Engineering
Mechanics
Structural Analysis
Concrete Structures
Steel Structures

Geotechnical Engineering
Soil Mechanics
Foundation Engineering

Water Resources Engineering
Fluid Mechanics and Hydraulics
Hydrology
Irrigation

Environmental Engineering
Water requirements
Air Pollution
Municipal Solid Wastes
Noise Pollution

Transportation Engineering
Highway Planning
Traffic Engineering

Surveying
Importance Of Surveying
Principles And Classifications
Mapping Concepts
Coordinate System
Map Projections
Measurements Of Distance And Directions
Leveling
Theodolite Traversing
Plane Table Surveying
Errors And Adjustments
Curves

BARC Syllabus for Mechanical Engineering:
Engineering Mathematics
Linear Algebra
Calculus
Differential equations
Complex variables
Probability and Statistics
Numerical Methods

Applied Mechanics and Design
Engineering Mechanics
Strength of Materials
Theory of Machines
Vibrations
Design

Fluid Mechanics and Thermal Sciences
Fluid Mechanics
Heat-Transfer
Thermodynamics
Applications

Manufacturing and Industrial Engineering
Engineering Materials
Metal Casting
Forming
Joining
Machining and Machine Tool Operations
Metrology and Inspection
Computer Integrated Manufacturing
Production Planning and Control
Inventory Control
Operations Research

Contact Details:
Bhabha Atomic Research Centre
Sector 20,
Turbhe
Navi Mumbai,
Maharashtra 400703
India

Map Location:
[MAP]Bhabha Atomic Research Centre[/MAP]
  #3  
7th December 2015, 12:40 PM
Unregistered
Guest
 
Re: Syllabus for BARC online test

Hi I would like to know the syllabus for the Computer Science and Information Technology & Electrical Engineering examination for the BARC test?
  #4  
7th December 2015, 12:41 PM
Super Moderator
 
Join Date: Apr 2013
Re: Syllabus for BARC online test

The syllabus for the Computer Science and Information Technology & Electrical Engineering examination for the BARC test is given below:

BARC Syllabus for Computer Science and Information Technology (CS):

Engineering Mathematics
Mathematical Logic
Probability
Set Theory & Algebra
Combinatory
Graph Theory
Linear Algebra
Numerical Methods
Calculus

Computer Science and Information Technology
Digital Logic
Computer Organization and Architecture
Programming and Data Structures
Algorithms
Theory of Computation
Compiler Design
Operating System
Databases
Information Systems and Software Engineering
Computer Networks
Web technologies

BARC Syllabus for Electrical Engineering (EE):

Engineering Mathematics

Linear Algebra:
Matrix Algebra
Systems of linear equations
Eigen values and Eigen vectors

Calculus:
Mean value theorems
Theorems of integral calculus
Evaluation of definite and improper integrals
Partial Derivatives
Maxima and minima
Multiple integrals
Fourier series
Vector identities
Directional derivatives
Line
Surface and Volume integrals
Stokes
Gauss and Green’s theorems

Differential equations:
First order equation (linear and nonlinear)
Higher order linear differential equations with constant coefficients
Method of variation of parameters
Cauchy’s and Euler’s equations
Initial and boundary value problems
Partial Differential Equations
Variable separable method

Engineering Quiz

Complex variables:
Analytic functions
Cauchy’s integral theorem and integral formula
Taylor’s and Laurent’ series
Residue theorem
Solution integrals

Probability and Statistics:
Sampling theorems
Conditional probability
Mean, Median, mode and standard deviation
Random variables
Discrete and continuous distributions
Poisson
Normal and Binomial distribution
Correlation and regression analysis

Numerical Methods:
Solutions of non-linear algebraic equations
Single and multi-step methods for differential equations

Transform Theory:
Fourier transform
Laplace transform
Z-transform


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