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Digital Communication (4341102) - Winter 2023 Solution

18 mins· ·
Study-Material Solutions Digital-Communication 4341102 2023 Winter
Milav Dabgar
Author
Milav Dabgar
Experienced lecturer in the electrical and electronic manufacturing industry. Skilled in Embedded Systems, Image Processing, Data Science, MATLAB, Python, STM32. Strong education professional with a Master’s degree in Communication Systems Engineering from L.D. College of Engineering - Ahmedabad.
Table of Contents

Question 1(a) [3 marks]
#

Discuss the various communication channels characteristics.

Answer:

Channel CharacteristicDescription
Bit rateMaximum number of bits transmitted per second
Baud rateNumber of signal units/symbols transmitted per second
BandwidthRange of frequencies required for transmission
Repeater distanceMaximum distance between repeaters to maintain signal quality
Noise immunityAbility to resist interference from external sources

Mnemonic: “BBRN” - “Better Bandwidth Requires Nice planning”

Question 1(b) [4 marks]
#

Give the difference between even and odd signal.

Answer:

Even SignalOdd Signal
Mathematical representation: x(−t) = x(t)Mathematical representation: x(−t) = −x(t)
Symmetry: Mirror symmetry around y-axisSymmetry: Origin symmetry (rotational)
Fourier series: Contains only cosine termsFourier series: Contains only sine terms
Examples: cos(t), t²Examples: sin(t), t³
graph TD
    A[Signal x(t)] --> B{Test symmetry}
    B -->|x(-t) = x(t)| C[Even Signal]
    B -->|x(-t) = -x(t)| D[Odd Signal]
    C --> E[Mirror symmetry]
    D --> F[Origin symmetry]

Mnemonic: “EVEN signals are Equal when flipped, ODD signals are Opposite when flipped”

Question 1(c) [7 marks]
#

Define repeater. Explain how repeater works with help of necessary circuit and waveforms.

Answer:

Repeater: A device that receives, amplifies, and retransmits a signal to extend the transmission distance without degradation.

Working Principle: Repeaters regenerate digital signals to overcome attenuation and noise accumulation in transmission lines.

Circuit Diagram:

SIingpnuatlReceiverRRee-CcgSloeiovngceenkrrayalt-e-d--->Transmitter-OSuitgpnuatl-->

Waveform:

InputDeSgirgandaeldRepeaterOutRpeugtenSeirgantaeld
  • Signal reception: Detects incoming weak/distorted signals
  • Amplification: Strengthens the signal power
  • Regeneration: Reconstructs original digital waveform
  • Retransmission: Sends restored signal to next segment

Mnemonic: “RARE” - “Receive, Amplify, Regenerate, Emit”

Question 1(c) OR [7 marks]
#

Draw block diagram of digital communication system and explain in detail.

Answer:

flowchart LR
    A[Information Source] --> B[Source Encoder]
    B --> C[Channel Encoder]
    C --> D[Digital Modulator]
    D --> E[Channel]
    E --> F[Digital Demodulator]
    F --> G[Channel Decoder]
    G --> H[Source Decoder]
    H --> I[Information Sink]
BlockFunction
Information SourceGenerates message to be transmitted (voice, video, data)
Source EncoderConverts source data to digital form and removes redundancy
Channel EncoderAdds controlled redundancy for error detection/correction
Digital ModulatorConverts digital data to signals suitable for transmission
ChannelPhysical medium through which signals travel
Digital DemodulatorExtracts digital data from received signals
Channel DecoderDetects/corrects errors using added redundancy
Source DecoderReconstructs original source information

Mnemonic: “Send Clear Data Messages, Carefully Decode Secure Information”

Question 2(a) [3 marks]
#

Define Unit step function, Unit impulse function, Unit ramp function.

Answer:

FunctionDefinitionMathematical Form
Unit Step FunctionTakes value 0 for negative time and 1 for positive timeu(t) = {0, t < 0; 1, t ≥ 0}
Unit Impulse FunctionInfinitely high, zero width pulse with area 1δ(t) = {∞, t = 0; 0, t ≠ 0}
Unit Ramp FunctionIncreases linearly with time for positive time valuesr(t) = {0, t < 0; t, t ≥ 0}

Mnemonic: “SIR” - “Step Instantly, Impulse Rapidly, Ramp Gradually”

Question 2(b) [4 marks]
#

Define Continues time and discrete time signals and explain with example.

Answer:

Signal TypeDefinitionExampleRepresentation
Continuous-time SignalDefined for all values of time within its durationSinusoidal wave x(t) = sin(t)Smooth, unbroken curve
Discrete-time SignalDefined only at specific time instantsDigital samples x[n] = sin(nTs)Sequence of distinct values

Diagram:

CDoinstcirneuteu-st-itmiem:e:nt
  • Continuous-time: Defined for all time t ∈ R (infinite values)
  • Discrete-time: Defined only at specific instants n ∈ Z (countable values)

Mnemonic: “CADD” - “Continuous Always, Discrete Dots”

Question 2(c) [7 marks]
#

Explain the block diagram of ASK modulator and de-modulator with waveform.

Answer:

ASK (Amplitude Shift Keying): A digital modulation technique where binary data is represented by varying the amplitude of a carrier wave.

ASK Modulator:

flowchart LR
    A[Digital Input] --> B[Product Modulator]
    C[Carrier Generator] --> B
    B --> D[Bandpass Filter]
    D --> E[ASK Output]

ASK Demodulator:

flowchart LR
    A[ASK Input] --> B[Envelope Detector]
    B --> C[Low Pass Filter]
    C --> D[Comparator]
    D --> E[Digital Output]

Waveforms:

DCAHiaSigrKgirht1iOaeulrtLpoI0Wuwnatp:ueHt1:i:gh0Low1High0Lw1High
  • Modulator: Varies carrier amplitude based on digital input
  • Demodulator: Extracts envelope and compares to threshold

Mnemonic: “APE” - “Amplify when Positive, Eliminate when zero”

Question 2(a) OR [3 marks]
#

Explain Singularity function.

Answer:

Singularity Function: Mathematical functions that have discontinuities or undefined values at specific points.

Common Singularity FunctionsProperties
Unit Step Function u(t)Jumps from 0 to 1 at t=0
Unit Impulse Function δ(t)Infinite at t=0, zero elsewhere, with area=1
Unit Ramp Function r(t)Derivative of unit step is impulse

Relationships:

  • δ(t) = d/dt[u(t)]
  • u(t) = ∫δ(t)dt
  • r(t) = ∫u(t)dt

Mnemonic: “SIR” - “Singularities Include Rapid changes”

Question 2(b) OR [4 marks]
#

Give the difference between bit rate and baud rate.

Answer:

ParameterBit RateBaud Rate
DefinitionNumber of bits transmitted per secondNumber of symbols transmitted per second
Unitbits per second (bps)symbols per second (Baud)
RelationBit rate = Baud rate × Number of bits per symbolBaud rate = Bit rate ÷ Number of bits per symbol
ExampleIn QPSK, if Baud rate = 1200, Bit rate = 2400 bpsIn 16-QAM, if Bit rate = 9600 bps, Baud rate = 2400
graph TD
    A[Transmission Rate] --> B[Bit Rate]
    A --> C[Baud Rate]
    B -->|"bits/second"| D[Information Transfer Rate]
    C -->|"symbols/second"| E[Modulation Rate]
    F[Modulation Technique] --> G[Bits per Symbol]
    G --> H["Bit Rate = Baud Rate × Bits per Symbol"]

Mnemonic: “BBSR” - “Bits for Binary Speed, Bauds for Symbol Rate”

Question 2(c) OR [7 marks]
#

Explain the Principle of 8-PSK signal. Also draw constellation diagram and waveforms of its.

Answer:

8-PSK (Phase Shift Keying): A digital modulation technique where data is encoded by shifting the phase of a carrier signal to 8 different positions.

Principle:

  • Each symbol represents 3 bits (log₂8 = 3)
  • Phase shifts in multiples of 45° (360°÷8)
  • Maintains constant amplitude

Constellation Diagram:

010(00910011°(()143550°°10))000((01°8)0°)111011((312112505°(°)2)70°)

Waveform:

DPSahitagasn:ea:l:/000°04050°19001°013051°118100°022150°127101°031151°1
  • Bandwidth efficiency: 3 bits per symbol
  • Constant amplitude: Better power efficiency
  • Error probability: Higher than BPSK/QPSK but lower than 16-PSK

Mnemonic: “8 Points Shifted in K-circle” (8-PSK)

Question 3(a) [3 marks]
#

Explain the block diagram of FSK modulator.

Answer:

FSK (Frequency Shift Keying): A digital modulation technique where binary data is represented by varying the frequency of a carrier wave.

flowchart LR
    A[Binary Input] --> B{Switch}
    C[Oscillator f1] --> B
    D[Oscillator f2] --> B
    B --> E[Bandpass Filter]
    E --> F[FSK Output]
ComponentFunction
Binary InputDigital data (0s and 1s) to be transmitted
Oscillator 1Generates carrier at frequency f₁ for bit ‘1’
Oscillator 2Generates carrier at frequency f₂ for bit ‘0’
SwitchSelects appropriate frequency based on input bit
Bandpass FilterSmooths transitions between frequencies

Mnemonic: “FISO” - “Frequency Input Selects Oscillator”

Question 3(b) [4 marks]
#

Draw the ASK and FSK modulation waveform for the sequence of 1010110011.

Answer:

BAFHiSSinKKgahrOOyuufttrIppenuuqpttu::t:(11)_~~L~~o0~~w~~(~~0~~)_1(1_)~~0~~~~L~~o~~w~~(1_0)(11)(_1~~)0~~~~~~L~~o~~w0~~(~~0~~)~~~~1~~L~~o~~w~~(~~01~~)~~~~~~(~~1~~)_(|1|)|||||_

Explanation:

  • ASK: High amplitude for bit ‘1’, low amplitude for bit ‘0’
  • FSK: Higher frequency f₁ for bit ‘1’, lower frequency f₂ for bit ‘0’

Mnemonic: “ASK changes Amplitude, FSK changes Frequency”

Question 3(c) [7 marks]
#

Explain PSK signal generation and detection with help of its functional diagram.

Answer:

PSK (Phase Shift Keying): A digital modulation technique where data is encoded by changing the phase of a carrier signal.

PSK Modulator:

flowchart LR
    A[Binary Input] --> B[Bipolar Converter]
    B --> C[Product Modulator]
    D[Carrier Generator] --> C
    C --> E[PSK Output]

PSK Demodulator:

flowchart LR
    A[PSK Input] --> B[Product Demodulator]
    C[Carrier Recovery] --> B
    B --> D[Low Pass Filter]
    D --> E[Decision Device]
    E --> F[Binary Output]

Waveforms:

BBCPiiaSnprKaorrliOyaeurrtI::pnuptu:t:+p1Ah0a°se-Ap10h8a0s°e+Ap1h0a°s+eAp1h0a°-sAep10h8a0s°e
  • Generation: Binary 1 → 0° phase, Binary 0 → 180° phase
  • Detection: Coherent demodulation with carrier recovery
  • Advantages: Better noise immunity than ASK

Mnemonic: “PSK Phases Shift with Knowledge of carrier”

Question 3(a) OR [3 marks]
#

Compare Bits PER Symbol for digital modulation techniques-ASK, FSK, PSK, QPSK, 8-PSK and 16-QAM.

Answer:

Modulation TechniqueBits per SymbolStatesBandwidth Efficiency
ASK121 bit/Hz
FSK120.5 bit/Hz
PSK (BPSK)121 bit/Hz
QPSK242 bits/Hz
8-PSK383 bits/Hz
16-QAM4164 bits/Hz
graph TD
    A[Modulation Techniques]
    A --> B[ASK/FSK/BPSK
1 bit/symbol] A --> C[QPSK
2 bits/symbol] A --> D[8-PSK
3 bits/symbol] A --> E[16-QAM
4 bits/symbol]

Mnemonic: “As Frequency/Phase States Quadruple, Bandwidth Efficiency Doubles”

Question 3(b) OR [4 marks]
#

Draw and explain the constellation diagram of 16-QAM.

Answer:

16-QAM (Quadrature Amplitude Modulation): A modulation technique that combines amplitude and phase modulation, where each symbol represents 4 bits.

Constellation Diagram:

QI

Explanation:

  • 16 distinct states: Each point represents a unique 4-bit combination
  • Carries 4 bits per symbol: log₂16 = 4
  • Modulation parameters: Both amplitude and phase are varied
  • Symbol mapping: Gray coding used to minimize bit errors

Mnemonic: “16 Quadrants Arranged in Matrix”

Question 3(c) OR [7 marks]
#

Explain the Principle of MSK signal. Also draw constellation diagram and waveforms of its.

Answer:

MSK (Minimum Shift Keying): A continuous phase FSK modulation with a modulation index of 0.5, ensuring smooth phase transitions.

Principle:

  • Special case of CPFSK (Continuous Phase FSK)
  • Frequency separation exactly equals half the bit rate
  • Maintains continuous phase, avoiding abrupt transitions
  • Modulation index h = 0.5

Constellation Diagram:

QI

Waveforms:

DMaStKa::10110

Key Features:

  • Constant envelope: Better power efficiency
  • Spectral efficiency: Narrower bandwidth than BFSK
  • Continuous phase: Smoother transitions, reduced spectral spreading
  • OQPSK relation: Can be viewed as offset QPSK with sinusoidal pulse shaping

Mnemonic: “MSK Makes Smooth K-transitions”

Question 4(a) [3 marks]
#

Describe the procedure to troubleshoot the FDD multiplexing circuit.

Answer:

StepTroubleshooting Procedure
1. Signal VerificationCheck input signals at each frequency band
2. Filter AnalysisVerify bandpass filters for each channel
3. Modulator TestingTest frequency translation in each channel
4. Power LevelsMeasure signal strength at input/output
5. Isolation CheckTest for cross-talk between channels
flowchart TD
    A[Start] --> B[Check Input Signals]
    B --> C{Signals OK?}
    C -->|Yes| D[Test Filters]
    C -->|No| E[Fix Input Source]
    D --> F{Filters OK?}
    F -->|Yes| G[Test Modulators]
    F -->|No| H[Replace/Adjust Filters]

Mnemonic: “SFMPI” - “Signal, Filter, Modulator, Power, Isolation”

Question 4(b) [4 marks]
#

Compare E1 carrier with T1 carrier.

Answer:

ParameterE1 CarrierT1 Carrier
StandardEuropean standardNorth American standard
Data Rate2.048 Mbps1.544 Mbps
Voice Channels30 channels24 channels
Time Slots32 time slots (TS0, TS1-TS15, TS16, TS17-TS31)24 time slots + framing bit
SignalingChannel 16 used for signalingRobbed bit signaling
Frame Size256 bits193 bits
Bit Rate per Channel64 kbps64 kbps

Mnemonic: “ET-DR” - “European Thirty, Double Rate”

Question 4(c) [7 marks]
#

Explain CDMA technique in detail.

Answer:

CDMA (Code Division Multiple Access): A multiple access technique where multiple users share the same frequency band simultaneously by using unique spreading codes.

flowchart LR
    A[User Data] --> B[Spreading]
    C[Unique Code] --> B
    B --> D[Transmission]
    D --> E[Despreading]
    F[Same Code] --> E
    E --> G[User Data Recovery]
Key FeatureDescription
Spreading CodesUnique orthogonal or pseudo-random codes assigned to each user
Process GainRatio of spread bandwidth to original bandwidth
Interference RejectionUsers with different codes appear as noise to each other
Soft HandoffMobile can communicate with multiple base stations simultaneously
Power ControlCritical to solve near-far problem
CapacityNot strictly limited by frequency, but by acceptable noise level

Working Principle:

  • Each bit is multiplied by a high-rate spreading code (chips)
  • Resulting signal occupies much wider bandwidth
  • Receiver uses same code to recover original data
  • Other signals appear as random noise, rejected by correlation

Mnemonic: “CUPS” - “Codes Uniquely Provide Separation”

Question 4(a) OR [3 marks]
#

Write a short not on classification of multiplexing techniques.

Answer:

Multiplexing Techniques: Methods to combine multiple signals for transmission over a single medium.

TypeBased OnExamples
Frequency Division Multiplexing (FDM)Frequency domainRadio broadcasting, cable TV
Time Division Multiplexing (TDM)Time domainDigital telephone systems, GSM
Code Division Multiplexing (CDM)Code domainCDMA cellular systems
Wavelength Division Multiplexing (WDM)Wavelength domainFiber optic communications
Space Division Multiplexing (SDM)Spatial domainMIMO wireless systems
graph TD
    A[Multiplexing Techniques] --> B[Frequency Division]
    A --> C[Time Division]
    A --> D[Code Division]
    A --> E[Wavelength Division]
    A --> F[Space Division]

Mnemonic: “FTCWS” - “Five Techniques Create Wide Systems”

Question 4(b) OR [4 marks]
#

Draw and explain block diagram of Time Division Multiplexing technique (TDM).

Answer:

Time Division Multiplexing (TDM): A technique where multiple signals share the same channel by allocating different time slots to each signal.

flowchart LR
    A1[Input 1] --> B1[Sampler 1]
    A2[Input 2] --> B2[Sampler 2]
    A3[Input 3] --> B3[Sampler 3]
    A4[Input 4] --> B4[Sampler 4]
    B1 --> C[Commutator]
    B2 --> C
    B3 --> C
    B4 --> C
    C --> D[TDM Channel]
    D --> E[Decommutator]
    E --> F1[Filter 1] --> G1[Output 1]
    E --> F2[Filter 2] --> G2[Output 2]
    E --> F3[Filter 3] --> G3[Output 3]
    E --> F4[Filter 4] --> G4[Output 4]
ComponentFunction
SamplersSample each input signal at rate ≥ 2 × highest frequency
CommutatorSequentially selects samples from each input channel
TDM ChannelCarries the combined signal
DecommutatorDistributes received samples to appropriate channels
FiltersReconstruct original signals from samples

Mnemonic: “SCTDF” - “Sample, Combine, Transmit, Distribute, Filter”

Question 4(c) OR [7 marks]
#

Explain TDMA technique in detail.

Answer:

TDMA (Time Division Multiple Access): A channel access method where multiple users share the same frequency channel by dividing it into different time slots.

flowchart TD
    A[TDMA Frame] --> B[Slot 1
User 1] A --> C[Slot 2
User 2] A --> D[Slot 3
User 3] A --> E[Slot 4
User 4] A --> F[Slot 5
User 5] A --> G[Slot 6
User 6]
Key FeatureDescription
Frame StructureFixed-length frames divided into time slots
Guard TimeSmall time gaps between slots to prevent overlap
SynchronizationRequires precise timing coordination
Channel UtilizationEach user gets entire bandwidth for short duration
Power EfficiencyTransmitters operate intermittently, saving power
CapacityLimited by available time slots in frame

Implementation Details:

  • Each user transmits in rapid bursts within assigned slot
  • Non-continuous transmission allows handsets to measure signal strengths of nearby cells
  • Used in GSM (8 slots per frame), DECT, satellite systems
  • Easily adapts to varying data rates by assigning multiple slots

Mnemonic: “TDMA Takes Distinct Moments for Access”

Question 5(a) [3 marks]
#

Define probability and write it Significance of in communication.

Answer:

Probability: A measure of the likelihood of an event occurring, expressed as a number between 0 and 1.

Significance in CommunicationExplanation
Reliability AnalysisCalculating error probabilities and system reliability
Noise PerformanceEvaluating system performance in presence of random noise
Information TheoryFoundation for Shannon’s channel capacity theorem
Signal DetectionDetermining optimal detection thresholds

Mnemonic: “PRONIS” - “PRObability Numerically Indicates Signal quality”

Question 5(b) [4 marks]
#

Explain Huffman code with suitable example.

Answer:

Huffman Code: A variable-length prefix coding algorithm that assigns shorter codes to more frequent symbols.

Example: Consider symbols A, B, C, D with probabilities 0.4, 0.3, 0.2, 0.1

Huffman Coding Process:

graph TD
    A[A:0.4, B:0.3, C:0.2, D:0.1] --> B[A:0.4, B:0.3, CD:0.3]
    B --> C[A:0.4, BCD:0.6]
    C --> D[ABCD:1.0]
    D --> E["A(0) | BCD(1)"]
    E --> F["A(0) | B(10) | CD(11)"]
    F --> G["A(0) | B(10) | C(110) | D(111)"]
SymbolProbabilityHuffman Code
A0.40
B0.310
C0.2110
D0.1111

Average Code Length = 0.4×1 + 0.3×2 + 0.2×3 + 0.1×3 = 1.9 bits/symbol

Mnemonic: “HEMP” - “Huffman Encodes More Probable symbols with shorter codes”

Question 5(c) [7 marks]
#

Explain concept and key features of Internet of Things (IoT).

Answer:

Internet of Things (IoT): A network of physical objects embedded with sensors, software, and connectivity that enables them to collect and exchange data.

graph TD
    A[IoT Ecosystem] --> B[Smart Devices]
    A --> C[Connectivity]
    A --> D[Data Analytics]
    A --> E[User Interface]
    A --> F[Security]
    B --> G[Sensors & Actuators]
    C --> H[Protocols & Standards]
    D --> I[Cloud Computing]
    E --> J[Apps & Services]
    F --> K[Authentication & Encryption]
Key FeatureDescription
ConnectivityDevices connected to internet/each other via various protocols (Wi-Fi, Bluetooth, LPWAN, 5G)
Sensing CapabilityAbility to detect physical parameters through sensors
IntelligenceData processing at device (edge) or cloud level
InteroperabilityAbility to work across different platforms and systems
AutomationAutonomous functioning without human intervention
ScalabilityAbility to handle growth in number of connected devices

Applications:

  • Smart homes (thermostats, security systems)
  • Healthcare (wearable devices, remote monitoring)
  • Industrial automation (predictive maintenance)
  • Smart cities (traffic management, waste management)
  • Agriculture (precision farming, livestock monitoring)

Mnemonic: “CSIA” - “Connect, Sense, Interpret, Automate”

Question 5(a) OR [3 marks]
#

Define Channel Capacity in terms of SNR and its importance in communication.

Answer:

Channel Capacity: Maximum rate at which information can be transmitted over a communication channel with arbitrarily small error probability.

Shannon’s Channel Capacity Formula: C = B × log₂(1 + SNR)

Where:

  • C = Channel capacity in bits per second
  • B = Bandwidth in Hertz
  • SNR = Signal-to-Noise Ratio
Importance in CommunicationExplanation
Performance LimitSets theoretical maximum data rate for error-free transmission
System DesignGuides selection of modulation, coding schemes
Bandwidth EfficiencyShows tradeoff between bandwidth and SNR
Link Budget AnalysisHelps determine required transmit power

Mnemonic: “CBLSN” - “Capacity equals Bandwidth times Log of Signal-to-Noise ratio”

Question 5(b) OR [4 marks]
#

Explain Shanon Fano code with suitable example.

Answer:

Shannon-Fano Coding: A technique that assigns variable-length codes to symbols based on their probabilities by recursively dividing the set of symbols into two subsets with approximately equal probabilities.

Example: Consider symbols A, B, C, D with probabilities 0.4, 0.3, 0.2, 0.1

Shannon-Fano Procedure:

  1. Sort symbols by probability: A(0.4), B(0.3), C(0.2), D(0.1)
  2. Divide into groups with nearly equal probability:
    • Group 1: A(0.4) - assigned ‘0’
    • Group 2: B(0.3), C(0.2), D(0.1) = 0.6 - assigned ‘1’
  3. Recursively divide Group 2:
    • Group 2.1: B(0.3) - assigned ‘10’
    • Group 2.2: C(0.2), D(0.1) = 0.3 - assigned ‘11’
  4. Divide Group 2.2:
    • C(0.2) - assigned ‘110’
    • D(0.1) - assigned ‘111’
SymbolProbabilityShannon-Fano Code
A0.40
B0.310
C0.2110
D0.1111

Average Code Length = 0.4×1 + 0.3×2 + 0.2×3 + 0.1×3 = 1.9 bits/symbol

Mnemonic: “SFDS” - “Shannon Fano Divides Symbolsets”

Question 5(c) OR [7 marks]
#

Draw and explain block diagram of Digital telephone exchange.

Answer:

Digital Telephone Exchange: A system that connects telephone calls by converting analog voice signals to digital form and switching them through digital circuits.

flowchart LR
    A[Subscribers] --> B[Digital Line Units
(DLU)] B --> C[Line/Trunk Group
(LTG)] C --> D[Switching Network
(SN)] D --> E[Central Processor
(CP)] E --> D D --> C C --> B B --> A F[Operation & Maintenance
Center] --> E
BlockFunction
Digital Line Units (DLU)Interface between subscriber lines and exchange, perform A/D conversion, line coding
Line/Trunk Group (LTG)Manages signaling, multiplexes/demultiplexes subscriber channels
Switching Network (SN)Core switching fabric, establishes connection paths between channels
Central Processor (CP)Controls all exchange operations, call processing, routing decisions
Operation & Maintenance CenterMonitors system performance, fault detection, traffic analysis

Key Features:

  • Time Division Switching: Connects different time slots
  • Space Division Switching: Connects different physical paths
  • Stored Program Control: Software-based call processing
  • Common Channel Signaling: Separate signaling channel (SS7)
  • Non-blocking Architecture: All calls can be connected simultaneously

Mnemonic: “DLSCO” - “Digital Lines Switch Calls Orderly”

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