3. Quality of Service Flashcards

(30 cards)

1
Q

How is the Shannon rate defined?

A

Defines the minimum Eb/N0 that can, in theory, provide error-free transmission for a given code rate in an AWGN channel

i.e.error free communication is limited by rate of data transmission

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2
Q

What are the BER performance objectives for telephony (CCIR Rec. 522)?

A

BER ≤ 10⁻⁶ for 10-minute mean, ≤ 20% of any month

BER ≤ 10⁻⁴ for 1-minute mean, ≤ 0.3% of any month

BER ≤ 10⁻³ for 1-second mean, ≤ 0.01% of any year

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3
Q

What are the BER objectives for 64 kbps ISDN data transfer (CCIR Rec. 614)?

A

BER ≤ 10⁻⁷ for ≤ 10% of any month

BER ≤ 10⁻⁶ for ≤ 2% of any month

BER ≤ 10⁻³ for ≤ 0.03% of any month

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4
Q

What is the purpose of scrambling in digital communications?

A

Ensures symbol transition probability ≈ 0.5 to maintain timing synchronization

Eliminates long sequences of 0s or 1s

Acts as energy dispersal, removing discrete spectrum lines to meet PFD limits

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5
Q

What is the difference between stream and block ciphering?

A

Stream cipher: encrypts bit-by-bit with keystream

Block cipher: encrypts block-by-block, often stronger against errors

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6
Q

What are common types of channel coders and their characteristics?

A

Block codes (e.g., Hamming, RS): Fix errors in blocks

Convolutional codes: Good for random errors, decoded with Viterbi

Concatenated codes: Combine RS + Conv with interleaving

Turbo codes: Iterative decoding, near Shannon limit, used in 3G

LDPC codes: Long codes with sparse parity-check matrices, used in DVB-S2

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7
Q

Which digital modulation schemes are used in satellite links?

A

BPSK, QPSK: Common for power-limited satellite links

MSK, OQPSK: Used in mobile to minimize amplifier distortion

16QAM, 32APSK: Used in bandwidth-limited channels

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8
Q

What is the main tradeoff when choosing modulation schemes?

A

Power vs. Bandwidth
Higher-order modulations (e.g., 16QAM) = more bandwidth-efficient, but require higher SNR

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9
Q

How does BPSK compare to QPSK in terms of performance?

A

BPSK: Better error performance (lower BER)

QPSK: Half the bandwidth of BPSK

BER:
𝐵𝐸𝑅 = 1/2erfc (SQRT(𝐸_𝑏 / 𝑁_0)) (for AWGN)

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10
Q

What is the difference between coherent and differential modulation?

A

Coherent (BPSK/QPSK): Best BER performance, requires carrier recovery

Differential (DBPSK/DQPSK): No carrier recovery needed, but worse BER

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11
Q

How is required C/No calculated from Eb/No and bit rate (Rb)?

A

C/No = Eb/No (dB) + 10log(Rb)

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12
Q

What is spectral efficiency?

A

η= R/B​ (bit/s/Hz)

Where R = data rate, B = bandwidth

Example: 54 Mbps in 36 MHz → 1.5 bit/s/Hz

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13
Q

What filters minimize ISI in satellite systems?

A

Matched filters at Tx and Rx: typically root raised cosine

Splitting symmetric filtering → minimizes ISI at symbol decision points

Filter roll-off α typically 0.2–0.35

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14
Q

How does coding help manage power and bandwidth trade-offs?

A

Coding increases required bandwidth but reduces required Eb/No

Enables operation closer to Shannon limit, improving throughput

In power-limited systems: prioritize coding

In bandwidth-limited systems: use spectral-efficient modulations

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15
Q

What were the key results of the hub-to-VSAT link budget example?

A

Service rate (Rb): 2 Mbps

C/No required: 69.5 dB-Hz

Uplink C/No (C/Nou): 86.4 dB-Hz

Downlink G/Tv in rain: 17.6 dB/K

EIRP per carrier: 39.5 dBW

Power-limited link (4 users vs 15 possible in bandwidth)

Margin: 2 dB

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16
Q

What method is used for complete satellite service design?

A

Define BER and availability requirements

Choose modulation & coding scheme

Translate BER → Eb/No → C/No

Apply margin: C/No_total = C/No_required + M

Factor in satellite specs: EIRP, G/T

Add propagation impairments (rain, FSL, etc.)

Finalize link budgets and design terminals

17
Q

What are the key modulation/coding standards used in DVB-S and DVB-S2?

A

DVB-S (RCS): QPSK + RS + convolutional coding

DVB-S2 (RCS2):

Forward: QPSK, 8PSK, 16APSK, 32APSK + LDPC + BCH

Return: QPSK, 8PSK, 16QAM with Turbo coding

Operates in Adaptive Coding and Modulation (ACM) mode for link adaptation

18
Q

What is Adaptive Coding and Modulation (ACM)?

A

ACM dynamically adjusts modulation and coding based on current channel conditions (e.g., rain fade) to optimize throughput while maintaining link quality.

19
Q

What is the significance of ‘root raised cosine (√Rc)’ filters?

A

They are split between transmitter and receiver to ensure ISI-free detection.

α (roll-off) determines excess bandwidth.

α = 0 → no excess

α = 1 → doubles bandwidth

20
Q

How is total bandwidth calculated from symbol rate and roll-off?

A

Bandwidth = Rs × (1 + α)
Where:

Rs = symbol rate

α = roll-off factor (commonly 0.2–0.35)

21
Q

What is ‘symbol rate (Rs)’ and how is it related to Rc and modulation?

A

Rs = Rc / m

Rc = coded bit rate

m = bits per symbol (e.g., QPSK → m = 2)

22
Q

What is the coded bit rate (Rc) in terms of information bit rate (Rb)?

A

Rc = Rb / ρ

ρ = code rate (e.g., ½, 2/3).
For concatenated codes, ρ = ρ₁ × ρ₂.

23
Q

Why is QPSK often preferred over BPSK in satellite links?

A

QPSK requires half the bandwidth for same bit rate.

Though BER slightly worse, spectral efficiency is 2x greater than BPSK.

24
Q

What does phase ambiguity mean in coherent systems like BPSK/QPSK?

A

It’s uncertainty in determining the absolute carrier phase without a reference. Requires carrier recovery circuits at the receiver.

25
What modulation schemes are used in power-limited vs bandwidth-limited systems?
Power-limited: BPSK, QPSK Bandwidth-limited: 16QAM, 32APSK (higher-order modulations)
26
What are typical roll-off factors (α) in satellite filters, and what do they mean?
Common: 0.2, 0.35 Lower α = narrower bandwidth but sharper filters Some systems use α = 0.05 for high efficiency (e.g., DVB-S2X)
27
What are the advantages of differential modulation (e.g., DQPSK)?
Eliminates need for carrier recovery Robust to phase slips Drawback: Worse BER compared to coherent detection
28
What are key elements of a satellite QoS-based design flow?
BER/availability requirements Select Mod/Cod Convert BER → Eb/No Convert Eb/No → C/No via Rb Add margin Factor satellite parameters (EIRP, G/T) Compute link budget & propagation impairments
29
What does a noise figure (NF) of 1 dB in an LNB correspond to in noise temperature?
NF = 10log(1 + T/290) → For NF = 1 dB, T ≈ 75 K Contributes directly to system noise temperature (Ts)
30
What is the role of Forward Error Correction (FEC) in satellite communications, and how does it influence system design?
FEC adds redundancy to transmitted data to enable error detection and correction at the receiver without retransmission. Improves link robustness against noise, fading, and interference Reduces required Eb/No to achieve a given BER Increases bandwidth usage (lower code rate ρ → more redundancy) Examples: Convolutional + RS (DVB-S) LDPC + BCH (DVB-S2) Turbo codes (3G, mobile systems) In system design, FEC helps optimize the trade-off between transmit power, bandwidth, and link reliability.