# GATE {ECE & CSE} Syllabus for 2016 pdf, Mechanical Exam Pattern

By | October 27, 2015

GATE {ECE & CSE} Syllabus for 2016 pdf, Mechanical Exam Pattern

GATE syllabus 2016, GATE syllabus 2016 pdf, GATE syllabus 2016 pdf download

Download now online [highlight color=”yellow”]GATE syllabus 2016 [/highlight]because it is very great opportunity for you all among candidates those who were are going to attempt the written exam of GATE 2016, and now as you know that is going to be released by the GATE IIT’s on their official web portal.

Graduate Aptitude Test in engineering (GATE) is one of the toughest exams, which is conducted to get admission in post graduation education in India. Exam is going to be held in month of Feb 2016 for various branches such as AE, AG, BT, CE, CH, CS, EC, EE etc. Applied candidates now can download the exam pattern for GATE {ECE & CSE}There will be 23 papers in GATE 2016 as compared to 22 in last year. Candidates must study the GATE 2016 for better preparation.

## GATE syllabus 2016

Here we have given complete syllabus for GATE {ECE & CSE}

Syllabus for ECE

Section 1: Engineering Mathematics

Linear Algebra:

• Vector Space
• Basis
• Linear Dependence And Independence
• Matrix Algebra
• Eigen Values And Eigen Vectors
• Rank
• Solution of Linear Equations
• Existence and Uniqueness.

Calculus:

• Mean Value Theorems
• Theorems Of Integral Calculus
• Evaluation Of Definite And Improper Integrals
• Partial Derivatives
• Maxima And Minima
• Multiple Integrals
• Line
• Surface And Volume Integrals
• Taylor Series

Differential Equations:

• First Order Equations (Linear And Nonlinear)
• Higher Order Linear Differential Equations
• Cauchy’s And Euler’s Equations
• Methods Of Solution Using Variation Of Parameters
• Complementary Function And Particular Integral
• Partial Differential Equations
• Variable Separable Method
• Initial And Boundary Value Problems

Vector Analysis:

• Vectors in plane and space
• vector operations
• Gauss’s
• Green’s
• Stoke’s theorems

Complex Analysis:

• Analytic functions
• Cauchy’s integral theorem
• Cauchy’s integral formula
• Taylor’s and Laurent’s series
• residue theorem

Numerical Methods:

• Solution of nonlinear equations
• Single and multi-step methods for differential equations
• Convergence criteria

Probability and Statistics:

• Mean
• Median
• Mode And Standard Deviation
• Combinatorial Probability
• Probability Distribution Functions
• Binomial
• Poisson
• Exponential And Normal
• Joint And Conditional Probability
• Correlation And Regression Analysis

Section 3: Electronic Devices

Energy bands in intrinsic and extrinsic silicon

Carrier transport:

• Diffusion Current
• Drift Current
• Mobility And Resistivity
• Generation And Recombination Of Carriers
• Poisson And Continuity Equations
• P-N Junction
• Zener Diode
• Bjt
• Mos Capacitor
• Mosfet
• Led
• Photo Diode And Solar Cell

Integrated Circuit Fabrication Process:

• Oxidation
• Diffusion
• Ion Implantation
• Photolithography And Twin-Tub Cmos Process

Section 4: Analog Circuits

• Small signal equivalent circuits of diodes
• BJTs and MOSFETs

Simple diode circuits:

• Clipping
• Clamping And Rectifiers
• Single-Stage BJT And MOSFET Amplifiers:
• Biasing, Bias Stability
• Mid-Frequency Small Signal Analysis And Frequency Response

BJT and MOSFET amplifiers:

• Multi-Stage
• Differential
• Feedback
• Power And Operational
• Simple Op-Amp Circuits
• Active Filters

Sinusoidal oscillators:

• Criterion For Oscillation
• Single-Transistor And Opamp Configurations
• Function Generators
• Wave-Shaping Circuits And 555 Timers
• Voltage Reference Circuits

Power supplies:

Ripple removal and regulation

### GATE syllabus 2016 pdf

Section 5: Digital Circuits

Number systems

Combinatorial circuits:

• Boolean algebra
• minimization of functions using Boolean identities and Karnaugh map
• logic gates and their static CMOS implementations
• arithmetic circuits
• code converters
• multiplexers
• decoders and PLAs

Sequential circuits:

• latches and flip-flops
• counters
• shift-registers and finite state machines
• Data converters:
• Sample and hold circuits
• Semiconductor memories:
• ROM
• SRAM
• DRAM

8-bit microprocessor (8085):

• Architecture
• Programming
• memory and I/O interfacing

Section 6: Control Systems

• Basic control system components
• Feedback principle
• Transfer function
• Block diagram representation
• Signal flow graph
• Transient and steady-state analysis of LTI systems
• Frequency response
• Routh-Hurwitz and Nyquist stability criteria
• Bode and root-locus plots
• Lag
• State variable model and solution of state equation of LTI systems

Section 7: Communications

Random processes:

• Autocorrelation and power spectral density
• Properties of white noise
• Filtering of random signals through LTI systems

Analog communications:

• Amplitude modulation and demodulation
• angle modulation and demodulation
• spectra of AM and FM
• circuits for analog communications

Information theory:

• Entropy
• mutual information and channel capacity theorem
• Digital communications:
• PCM
• DPCM
• digital modulation schemes
• amplitude
• phase and frequency shift keying (ASK, PSK, FSK)
• QAM
• MAP and ML decoding
• calculation of bandwidth
• SNR and BER for digital modulation
• Fundamentals of error correction
• Hamming codes
• Timing and frequency synchronization
• inter-symbol interference and its mitigation
• Basics of TDMA
• FDMA
• CDMA

Section 8: Electromagnetic

Electrostatics

Maxwell’s equations:

• Differential And Integral Forms And Their Interpretation
• Boundary Conditions
• Wave Equation
• Poynting Vector
• Plane Waves And Properties:
• Reflection And Refraction
• Polarization
• Phase And Group Velocity
• Propagation Through Various Media
• Skin Depth

Transmission lines:

• Equations
• Characteristic Impedance
• Impedance Matching
• Impedance Transformation
• S-Parameters
• Smith Chart

Waveguides:

• Modes
• Boundary Conditions
• Cut-Off Frequencies
• Dispersion Relations

Antennas:

• Antenna Types
• Gain And Directivity
• Return Loss
• Antenna Arrays
• Light Propagation In Optical Fibers

Syllabus for GATE CSE 2016

Section1: Engineering Mathematics

Discrete Mathematics:

• Propositional and first order logic
• Sets
• Relations
• Functions
• partial orders and lattices
• Groups

Graphs:

• Connectivity
• Matching
• Coloring

Combinatorics:

• Counting
• recurrence relations
• Generating functions

Linear Algebra:

• Matrices
• Determinants
• system of linear equations
• eigenvalues and eigenvectors
• LU decomposition

Calculus:

• Limits
• Continuity and differentiability.
• Maxima and minima
• Mean value theorem
• Integration

Probability:

• Random variables
• Uniform
• Normal
• Exponential
• poisson and binomial distributions
• Mean
• Median
• mode and standard deviation
• Conditional probability and Bayes theorem
• Computer Science and Information Technology

Section 2: Digital Logic

• Boolean algebra
• Combinational and sequential circuits
• Minimization
• Number representations and computer arithmetic (fixed and floating point)

Section 3: Computer Organization and Architecture

• Machine instructions and addressing modes
• ALU
• data-path and control unit
• Instruction pipelining

Memory hierarchy:

• Cache
• main memory and secondary storage
• I/O interface (interrupt and DMA mode)

Section 4:

• Programming and Data Structures Programming in C. Recursion
• Arrays
• Stacks
• Queues
• Trees
• Binary search trees
• binary heaps
• graphs

Section 5:

• Algorithms Searching
• Sorting
• hashing
• Asymptotic worst case time and space complexity
• Algorithm design techniques
• Greedy
• dynamic programming and divide-and-conquer
• Graph search
• minimum spanning trees
• shortest paths

Section 6:

• Theory of Computation Regular expressions and finite automata
• Context-free grammars and push-down automata
• Regular and contex-free languages
• pumping lemma
• Turing machines
• undecidability

Section 7:

• Compiler Design Lexical analysis
• Parsing
• syntax-directed translation
• Runtime environments
• Intermediate code generation

Section 8:

• Operating System Processes
• inter-process communication
• concurrency and synchronization
• CPU scheduling
• Memory management
• virtual memory
• File systems.

Section 9:

• Databases ER-model
• Relational model
• relational algebra
• tuple calculus
• SQL
• Integrity constraints
• normal forms
• File organization
• indexing (e.g., B and B+ trees)
• Transactions and concurrency control

Section 10:

• Computer Networks Concept of layering
• LAN technologies (Ethernet)
• Flow and error control techniques
• Switching
• IPv4/IPv6
• routers and routing algorithms (distance vector, link state)
• TCP/UDP and sockets
• congestion control
• Application layer protocols (DNS, SMTP, POP, FTP, HTTP)
• Basics of Wi-Fi

Network security:

• Authentication
• basics of public key and private key cryptography
• digital signatures and certificates

Now you may available to download online Full exam syllabus of GATE 2016 Exam as follows given link as provided as below.