Communication miscellaneous
- Armstrong FM transmitter performs frequency multiplication in stages—
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Since the desired multiplication factors or carrier frequency and frequency deviation are not the same. So if the multiplication is done in one shot, the carrier frequency as well as the frequency deviation is multiplied by the same factor which is not desired. Hence, multiplication is done in stages.
Correct Option: C
Since the desired multiplication factors or carrier frequency and frequency deviation are not the same. So if the multiplication is done in one shot, the carrier frequency as well as the frequency deviation is multiplied by the same factor which is not desired. Hence, multiplication is done in stages.
- The input to a linear delta modulator having a step-size δ = 0.62V is a sine wave with frequency f m and peak amplitude Em. If sampling frequency is f s = 40 kHz the combination of the sine wave frequency and the peak amplitude, where slope overload will take place is— Em fm
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For slope overload to take place
Em ≥ δfs 2πfm
Hence we will check the condition for each case given in the form of option (A), (B), (C) and (D).
After solving we conclude that this equality is satisfied with
Em = 1·5V and fm = 4kHz
Hence alternative (B) is the correct choice.
Correct Option: B
For slope overload to take place
Em ≥ δfs 2πfm
Hence we will check the condition for each case given in the form of option (A), (B), (C) and (D).
After solving we conclude that this equality is satisfied with
Em = 1·5V and fm = 4kHz
Hence alternative (B) is the correct choice.
- A linear delta modulator is designed to operate on speech signals limited to 3.4 kHz. The sampling rate is 10 time the Nyquist rate of the speech signal. The step size δ = 0·62 is 100 mV. The modulator is tested with a 1 kHz sinusoidal signal. The maximum amplitude of this test signal required to avoid slope overload is—
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Condition to avoid slope-overload noise
δ ≥ 2πfm.Am Ts |Am|max = δfs 2πfm = 100 × 10−3(10 × 3.4 × 2 × 103) 2π3.4 × 103
= 1.08VCorrect Option: B
Condition to avoid slope-overload noise
δ ≥ 2πfm.Am Ts |Am|max = δfs 2πfm = 100 × 10−3(10 × 3.4 × 2 × 103) 2π3.4 × 103
= 1.08V
- A PCM system uses a uniform quantizer followed by a 8- bit encoder. The bit rate of the system is equal to 106bits/s. The maximum message bandwidth for which the system operates satisfactory is—
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Let the message bandwidth ω Nyquist rate = 2ω
bandwidth = 2ω × (no. of bits/sec taken for quantization)
= 2ω × 8 = 16ω bits/sec
given that bit rate = 108 bits/sec
Now, 108 = 16ωω = 100 ×100 = 106 = 6.25 MHz 16 Correct Option: B
Let the message bandwidth ω Nyquist rate = 2ω
bandwidth = 2ω × (no. of bits/sec taken for quantization)
= 2ω × 8 = 16ω bits/sec
given that bit rate = 108 bits/sec
Now, 108 = 16ωω = 100 ×100 = 106 = 6.25 MHz 16
- A binary channel with capacity 30 k bits/sec is available for PCM voice transmission. If signal is band limited to 3 kHz then the appropriate values of quantizing level L and the sampling frequency will be—
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fs ≥ 2fm
or
fs = 2 × 3 MHz = 6 MHz
given the channel capacity
BW = 30 × 103 bits/sec
∴ 30 × 103 = nfs
orn ≤ 30 × 103 ≤ 5 = 5 6 × 103
Now, quantization level L = 2n = 25 = 32Correct Option: B
fs ≥ 2fm
or
fs = 2 × 3 MHz = 6 MHz
given the channel capacity
BW = 30 × 103 bits/sec
∴ 30 × 103 = nfs
orn ≤ 30 × 103 ≤ 5 = 5 6 × 103
Now, quantization level L = 2n = 25 = 32