The Radio Receiver
The Radio Receiver
Receiver Block Diagrams
In the block diagram of the receiver shown, the "RF amplifier"
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In the block diagram of the receiver shown, the "mixer"
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In the block diagram of the receiver shown, the output frequency of the "oscillator" is
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In the block diagram of the receiver shown, the "filter" rejects
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In the block diagram of the receiver shown, the "IF amplifier" is an
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In the block diagram of the receiver shown, the "product detector"
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In the block diagram of the receiver shown, the "AF amplifier"
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In the block diagram of the receiver shown, the "BFO" stands for
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In the block diagram of the receiver shown, most of the receiver gain is in the
Correct answer: IF amplifier
In a superheterodyne receiver, most of the receiver’s gain is provided in the intermediate frequency (IF) amplifier stage. Operating at a fixed frequency allows high gain, stable amplification, and precise filtering without instability or tuning issues.
The RF amplifier provides only moderate gain, mainly to improve sensitivity and reduce noise and image responses. The audio amplifier increases signal level for the speaker or headphones, but it does not contribute to RF sensitivity. The mixer performs frequency conversion and typically has little or no gain.
Therefore, most of the receiver gain is in the IF amplifier.
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In the block diagram of the receiver shown, the "RF amplifier"
Correct answer: should produce little internal noise
The RF amplifier is the first active stage in the receiver and amplifies very weak incoming signals from the antenna.
To preserve signal quality, it must:
Any noise added at this stage will be amplified by all following stages.
Therefore, the RF amplifier should produce little internal noise.
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In the block diagram of the receiver shown, the "mixer"
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In the receiver shown, when receiving a signal, the output frequency of the "oscillator" is
Correct answer: of constant amplitude and frequency
In a superheterodyne receiver, the local oscillator generates a stable signal which is mixed with the incoming RF signal.
The purpose of this mixing process is to produce an intermediate frequency (IF):
\[ f_{\text{IF}} = |f_{\text{RF}} - f_{\text{LO}}| \]
To ensure proper operation and stable IF output, the oscillator must provide a signal of:
constant amplitude
constant frequency (for a given tuning setting)
It is not the same frequency as the received signal.
The IF is produced after mixing.
The oscillator output itself is not passed through the following RF filter.
Therefore, the oscillator output is of constant amplitude and frequency.
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In the block diagram of the receiver shown, the "limiter"
The demodulator will usually be a "discriminator" and may even be of a "phase-lock-loop" variety. There will be a "limiter" before the descriminator to remove noise peaks and amplitude-changes before detection of the FM signal
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In the block diagram of the receiver shown, the "frequency demodulator" could be implemented with a
The demodulator will usually be a "discriminator" and may even be of a "phase-lock-loop" variety.
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In the block diagram of the receiver shown, the "AF amplifier"
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In this receiver, an audio frequency gain control would be associated with the block labelled
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In the block diagram of the receiver shown, the selectivity would be set by the
Correct answer: filter
Selectivity in a receiver is its ability to accept the desired signal while rejecting signals on nearby frequencies.
In a superheterodyne FM receiver, this is mainly determined by the IF filter, which defines the receiver’s bandwidth.
The filter allows the desired IF signal to pass while attenuating adjacent unwanted signals.
Therefore, receiver selectivity is set by the filter.
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In the FM communications receiver shown in the block diagram, the "filter" bandwidth is typically
Correct answer: 10 kHz
In an FM receiver, the filter following the mixer is the IF filter, which determines the receiver’s bandwidth.
For typical narrowband FM voice communication, the transmitted signal bandwidth is determined by:
\[ B \approx 2(\Delta f + f_m) \]
where:
Substituting:
\[ B \approx 2(2.5 + 3) = 11\ \mathrm{kHz} \]
So an IF filter bandwidth of about 10 kHz is suitable for passing the FM signal without excessive distortion.
Therefore, the filter bandwidth is typically 10 kHz.
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In the block diagram of the receiver shown, an automatic gain control (AGC) circuit would be associated with the
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In the block diagram of the receiver shown, the waveform produced by the "oscillator" would ideally be a
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