EC-502 · DIGITAL COMMUNICATION/Unsolved PYQ Paper
EC-502 Digital Communication - Nov 2022 Question Paper
Under each question, How to answer lists the points an answer should cover, outlined by CampusPrep from the syllabus. Check the details against your textbook.
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7 MarksaExplain different types of Sampling. What is Aperture effect and aliasing effect?
How to answer
- Define sampling and sampling theorem
- Explain natural, flat-top and ideal/instantaneous sampling
- Define aperture effect with formula
- Define aliasing effect and how to avoid
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7 MarksbWith the help of suitable diagram explain the generation of PWM wave.
How to answer
- Block diagram of PWM generator using comparator
- Comparison of message with sawtooth carrier
- Waveforms showing pulse width variation
- Detection by low-pass filtering
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7 MarksaExplain about need of quantization, what and how is quantization done? What is quantization noise and how can it be reduced?
How to answer
- Need of quantization in ADC/PCM
- Steps: sampling, quantizing, encoding - uniform/non-uniform
- Define quantization noise and error $q = x - x_q$
- Methods to reduce: increase levels, companding, non-uniform quantization
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7 MarksbExplain the generation and detection of delta modulated signal.
How to answer
- Block diagram of delta modulator with comparator and integrator
- Generation: 1-bit difference encoding with step size
- Detection using integrator and low-pass filter
- Slope overload and granular noise
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7 MarksaExplain the concept of AMI encoding technique.
How to answer
- Definition of AMI as bipolar alternate mark inversion
- Encoding rule with example bit sequence
- Waveform and DC-free property
- Clock recovery advantage
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7 MarksbExplain the concept of differential encoding and its advantages and disadvantages.
How to answer
- Principle of differential encoding with XOR
- Advantages: phase ambiguity resolution, etc.
- Disadvantages: error propagation, complexity
- Example waveform
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7 MarksaExplain the generation and detection of following: BPSK
How to answer
- BPSK transmitter block diagram with balanced modulator
- BPSK signal expression $s(t)=A_c\cos(2\pi f_c t+\pi d)$
- Coherent receiver with carrier recovery
- Constellation and waveforms
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7 MarksbExplain the generation and detection of following: QAM
How to answer
- QAM transmitter using I and Q ASK modulators
- Signal constellation for 16-QAM
- Coherent QAM receiver structure
- Waveforms and bandwidth efficiency
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7 MarksaDiscuss the concept of M-ary PSK.
How to answer
- M-ary PSK signal expression and constellation
- Transmitter and receiver block diagram
- Bandwidth and power efficiency vs M
- Example: BPSK, QPSK, 8-PSK
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7 MarksbDiscuss the spectral properties of QPSK and MSK.
How to answer
- PSD expression for QPSK and MSK
- Main lobe width and sidelobe decay comparison
- Constant envelope property of MSK
- Spectral efficiency diagram
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7 MarksaExplain the concept of matched filter and correlator.
How to answer
- Impulse response $h(t)=s(T-t)$ for matched filter
- Block diagrams of matched filter and correlator
- Output SNR maximization
- Equivalence of two structures
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7 MarksbCalculate the probability of error for BPSK system.
How to answer
- BPSK signal model in AWGN
- Decision rule and error function $Q(\sqrt{2E_b/N_0})$
- Derivation steps via matched filter output statistics
- Final $P_e = Q\left(\sqrt{2E_b/N_0}\right)$ curve
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7 MarksaWhat is channel capacity, discuss about Shannon's theorem?
How to answer
- Definition $C = B\log_2(1+S/N)$
- Statement of Shannon's channel coding theorem
- Implications for error-free transmission
- Channel capacity for AWGN
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7 MarksbDiscuss about linear block codes and cyclic codes.
How to answer
- Generator and parity-check matrix for linear block codes
- Properties: linearity, syndrome decoding
- Cyclic codes with generator polynomial
- Example (n,k) code
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7 MarksaWrite short notes on: DPSK
How to answer
- Definition of DPSK and differential encoding rule
- Transmitter and receiver block diagram
- Advantage of non-coherent detection
- Waveform example
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7 MarksbWrite short notes on: Gram Schmidt orthogonalization procedure.
How to answer
- Need for orthonormal basis functions
- Steps of Gram-Schmidt procedure with formulas
- Normalization $\phi_i = u_i/||u_i||$
- Application to signal constellation
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