ES4F1 Mock QMP Test - Section A
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ES4F1 Mock QMP Test - Section A
This section is composed of 10 multiple choice questions [4 marks each] and 1 numerical question [10 marks]. You have to upload any workings for the numeric question. Total mark: 50.
Question 1 wording [4 marks total]:
The Rayleigh channel model is
a. a special case of Rice model when K=1 |
b. a special case of Nakagami m model when m=0.5 |
c. applicable for propagations with non- line-of- sight |
d. employed for suburban and rural scenarios |
Question 2 wording [4 marks total]:
The Rician channel model is
a. a special case of Rayleigh model when K=1 |
b. a special case of Nakagami m model when m=0.5 |
c. applicable for propagations with non-line-of- sight |
d. employed for suburban and rural scenarios |
Question 3 wording [4 marks total]:
In the Alamouti space-time coding scheme, if a symbol of 1+1j is transmitted on antenna 1 and a symbol of 1-1j is transmitted on antenna 2 in the first symbol period, what will be transmitted in the second symbol period to achieve the full diversity gain?
a. – 1-1jon antenna 1 and 1-1jon antenna 2 |
b. 1+1jon antenna 1 and 1-1jon antenna 2 |
c. -1-1jon antenna 1 and 1+1jon antenna 2 |
d. 1+1jon antenna 1 and 1+1jon antenna 2 |
Question 4 wording [4 marks total]:
The Nakagami-m fading channel model is
a. a special case of Rayleigh model when K=1 |
b. a special case of Rayleigh model when m=0.5 |
c. applicable for propagations with non-line-of- sight |
d. of no physical meaning |
Question 5 wording [4 marks total]:
For a quadrature (M=4) pulse phase modulated signal with a normalized signal energy of , what is the smallest Euclidean distance between any two DIFFERENT signals?
a. 0 |
b. 2 |
c. 1 |
d. 3 |
Question 6 wording [4 marks total]:
To achieve an outage probability as close to 0.01 as possible with average signal-to-noise ratio of 40 dB in Rayleigh fading channel, what receiver sensitivity needs to be chosen?
a. 10 dB |
b. 20 dB |
c. 30 dB |
d. 40 dB |
Question 7 wording [4 marks total]:
For achannel with coherence time 30 ms and coherence bandwidth 20 kHz, which one of the following data rate and bandwidth combinations gives usa flat and time non-selective fading channel?
a. Bandwidth 10 kHz and rate 10 bits/s. |
b. Bandwidth 10 kHz and rate 50 bits/s. |
c. Bandwidth 40 kHz and rate 10 bits/s. |
d. Bandwidth 40 kHz and rate 50 bits/s. |
Question 8 wording [4 marks total]:
The root-mean-squared (RMS) delay spread in a multipath wireless channel is
a. the delay of any tap relative to the first tap |
b. the delay difference between the first and last taps |
c. the geometric average of delays of all taps |
d. proportional to the inverse of the channel coherence bandwidth |
Question 9 wording [4 marks total]:
If the signal is band-limited with only non-zero spectrum between − and +, where = 2 MHz, in order to have zero inter-symbol interference, the received signal needs to be sampledata rate of
a. 1 MHz |
b. 2 MHz |
c. 4 MHz |
d. 8 MHz |
Question 10 wording [4 marks total]:
The excess delay in a multipath wireless channel is
a. the delay of any tap relative to the first tap |
b. the delay difference between the first and last taps |
c. the geometric average of delays of all taps |
d. proportional to the inverse of the channel coherence bandwidth |
Question 11 wording [10 marks total]:
A wireless system engineer wants to design a mobile device working at the room temperature of 23 degrees or 300 Kevins and a data rate equivalent to your Warwick ID. For example, if your Warwick ID
is 2000000, the data rate is 2 Megabits/second. If a minimum signal to noise ratio of 30 dB is
required per bit, calculate the minimum received power required at the mobile device. The
Boltzmann’ constant is . The minimum received power required is ___ 8.28×10-12 Watts
Answer: (Take Warwick ID = 2000000 as example)
One has
.
This gives received signal power PR ≥ 8.28 × 10−12watts. Thus, the minimum received power is 8.28 × 10−12 watts
NB: The numerical question in the exam will involve more calculations than this example.
2024-01-15
Radiowave Propagation and Wireless Communications Theory