Channel Coding - Mobile Communication Systems Engineering - Exam, Exams of Data Communication Systems and Computer Networks

Main points of this exam paper are: Channel Coding, Relation, Data Transmission, Schemes Commonly, Coding Schemes, Convolutional Encoder, Constraint Length, Channel Encoded, Binary Sequence, Shift Registers

Typology: Exams

2012/2013

Uploaded on 04/13/2013

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Cork Institute of Technology
Bachelor of Engineering (Honours) in Electronic Engineering- Award
(NFQ Level 8)
Summer 2007
Mobile Communication Systems Engineering
(Time: 2 Hours)
Answer any three questions for full marks Examiners: Dr. K. Murray
Maximum available marks is 100 Prof. G. Hurley
Dr. S. Foley
Q1. (a) Explain the term Channel Coding in relation to data transmission over a wireless channel.
Briefly describe two FEC coding schemes commonly used in GSM.
[7 marks]
(b) Consider the ½ convolutional encoder with constraint length K = 3 shown in Figure 1.
Draw the trellis diagram for this encoder and show the path through the trellis created by
encoding the message M = 11001011. Write down the channel encoded binary sequence
generated for the source message M. Assume that all shift registers have an initial value
of zero. [10 marks]
Figure 1
(c) A DS-CDMA system has an available bandwidth of B = 1.25MHz. Individual users
transmit at a data rate of R = 16kb/s. The system can sustain a signal to interference ratio
of S/I = -12dB, and the system stability factor η = 0.12. Calculate the Erlang capacity of
the DS-CDMA system.
You may find some of the information given in the Appendix below useful for the
required calculations. [8 marks]
(Total: 25 marks)
U2
U1
In
p
ut
1
2
3
Out
p
ut
pf3
pf4

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Cork Institute of Technology

Bachelor of Engineering (Honours) in Electronic Engineering- Award

(NFQ Level 8)

Summer 2007

Mobile Communication Systems Engineering

(Time: 2 Hours)

Answer any three questions for full marks Examiners: Dr. K. Murray Maximum available marks is 100 Prof. G. Hurley Dr. S. Foley

Q1. (a) Explain the term Channel Coding in relation to data transmission over a wireless channel. Briefly describe two FEC coding schemes commonly used in GSM. [7 marks] (b) Consider the ½ convolutional encoder with constraint length K = 3 shown in Figure 1. Draw the trellis diagram for this encoder and show the path through the trellis created by encoding the message M = 11001011. Write down the channel encoded binary sequence generated for the source message M. Assume that all shift registers have an initial value of zero. [10 marks]

Figure 1 (c) A DS-CDMA system has an available bandwidth of B = 1.25MHz. Individual users transmit at a data rate of R = 16kb/s. The system can sustain a signal to interference ratio of S/I = -12dB, and the system stability factor η = 0.12. Calculate the Erlang capacity of the DS-CDMA system. You may find some of the information given in the Appendix below useful for the required calculations. [8 marks]

U 2

U 1 Input (^1 2 3) Output

Q2. (a) For the cellular system shown in Figure 2, show a detailed calculation of the value of the worst case signal to interference ratio in uplink and downlink based on a cluster size K = 7. Consider in your calculation a worst case interferers constellation with all interferers excited, assume omni-directional antennae, constant transmitter power PTX , and a propagation path loss exponent of γ = 4. You may find some of the information given in the Appendix below useful for the required calculations.

[10 marks]

Figure 2 (b) Briefly explain why the simple worst case inference calculation method applied in part (a) is typically not used for determining the co-channel reuse distance and cluster size in real cellular systems. Briefly describe the technique that is used. [8 marks] (c) Explain a technique commonly used in cellular network planning to increase the traffic carrying capacity in areas of increased demand. [7 marks]

A
A
A
A
A
A

R D

Appendix: Some formulas you may find useful in answering questions 1 to 3

Cosine Formula: c^2 = a^2 + b^2 − 2 ab cos φ

Shannon channel capacity theorem: (^)  

= ^ +
N

C B log 1 P 2

DS-CDMA stability formula:

0

I
E

n BR b

− η ≤ +