Question 1

Standard AM radio band: Standard Amplitude Modulation (AM) radio broadcasts are confined to which part of the electromagnetic spectrum?

Accepted Answer

Introduction / Context: AM broadcasting is allocated to a specific frequency band by international spectrum regulations. This ensures compatibility of receivers and transmitters worldwide. Given Data / Assumptions: Standard AM band covers 540 kHz to 1650 kHz. This falls within the Medium Frequency (MF) range of the electromagnetic spectrum (300 kHz–3 MHz). Concept / Approach: By definition, MF includes the broadcast AM band. Other ranges—HF, VHF, UHF—are used for shortwave, FM, and television respectively. Step-by-Step Solution: Check AM broadcast band limits: 540–1650 kHz.Compare with spectrum divisions: MF = 300 kHz–3 MHz.Clearly fits within MF range. Verification / Alternative check: Regulatory documents (ITU) confirm AM broadcasting is in MF. Why Other Options Are Wrong: HF: 3–30 MHz, shortwave broadcasting. VHF: 30–300 MHz, FM radio/TV. UHF: 300 MHz–3 GHz, TV, mobile. LF: below 300 kHz. Common Pitfalls: Confusing AM broadcast band with Shortwave AM (HF). Final Answer: Medium Frequency (MF)

Question 2

Effect of noise in communication systems: In a typical communication system, noise is most likely to affect the signal at which point?

Accepted Answer

Introduction / Context: Noise refers to unwanted random disturbances that interfere with the original signal. In communication theory, it is crucial to know where noise predominantly enters the system. Given Data / Assumptions: Communication system components: information source → transmitter → channel → receiver → destination. Noise is generally modeled as being added in the channel. Concept / Approach: The channel (wire, fiber, or wireless medium) is the most vulnerable stage where external interference, thermal agitation, and atmospheric effects introduce noise into the signal path. Step-by-Step Solution: Model: Transmitted signal passes through channel.Noise from thermal, atmospheric, or man-made sources is added here.Receiver then processes a noisy version of the signal. Verification / Alternative check: Shannon's communication model explicitly defines noise as added in the channel. Why Other Options Are Wrong: Transmitter: introduces distortion, not random noise. Information source: source errors, not noise. Destination: errors are a result, not cause of noise. Common Pitfalls: Confusing distortion (systematic) with random noise. Final Answer: In the channel

Question 3

Receiver device function: In a radio receiver, which of the following devices has intermediate frequency (IF) input but radio frequency (RF) output?

Accepted Answer

Introduction / Context: Radio receivers contain multiple frequency conversion and amplification stages. Each block has defined input and output signal frequency ranges. Given Data / Assumptions: Demodulator: input IF or baseband, output audio. Loudspeaker: input audio, output sound. Audio amplifier: input audio, output stronger audio. Frequency changer (mixer): input RF + LO, output IF. Concept / Approach: The question as worded likely intends to test knowledge of stage functions. A frequency changer takes RF input and LO, producing IF. However, phrased "IF input but RF output" seems reversed. Correct interpretation: frequency changer is the block linking RF and IF stages, so it is the intended answer. Step-by-Step Solution: Identify each option's input/output frequencies.Demodulator: IF → audio.Loudspeaker: audio → sound.Audio amplifier: audio → louder audio.Frequency changer: RF + LO → IF (or vice versa in up-conversion). Verification / Alternative check: Block diagrams confirm frequency changer is the only stage that translates between RF and IF domains. Why Other Options Are Wrong: Demodulator does not output RF. Loudspeaker and audio amplifier deal only with audio. RF amplifier operates at RF only, no IF input. Common Pitfalls: Misinterpreting input/output wording—remember frequency changer handles frequency conversion. Final Answer: Frequency changer

Question 4

Noise types in transistors: Which of the following types of noise does not occur in transistors?

Accepted Answer

Introduction / Context: Electronic devices generate different kinds of noise based on their operating principles. Transistors in particular exhibit characteristic noise types important in amplifier design. Given Data / Assumptions: We focus specifically on transistor noise sources. Common transistor noise types: shot noise, flicker (1/f) noise, partition noise. Concept / Approach: Transistors generate noise associated with random carrier movements across junctions and bias regions. Resistance noise (thermal noise) is associated with passive resistors, not active semiconductor devices like transistors. Step-by-Step Solution: Shot noise: due to random carrier arrivals at junction.Flicker noise: increases at low frequencies, common in transistors.Partition noise: occurs when current divides between transistor junctions.Resistance noise: belongs to resistors, not transistors. Verification / Alternative check: Device noise analysis confirms resistors produce Johnson noise, while transistors exhibit shot, flicker, and partition noise. Why Other Options Are Wrong: Shot, flicker, and partition noise are intrinsic to transistor operation. Avalanche noise also appears in breakdown conditions of semiconductors. Common Pitfalls: Confusing thermal noise of resistors with transistor-specific noise. Final Answer: Resistance noise

Question 5

Transmitter serial current: A transmitter's serial current contains which of the following frequency components?

Accepted Answer

Introduction / Context: Transmitters convert audio or baseband signals into modulated radio frequency (RF) signals for transmission through antennas. The current in the transmitting antenna is primarily at the radio frequency carrier and its sidebands. Given Data / Assumptions: Audio signal is used as modulating input. Carrier frequency is at RF (kilohertz to megahertz or higher). Output current flows through the antenna. Concept / Approach: After modulation, the transmitted signal is a high-frequency RF wave carrying audio information. Thus, the transmitter current contains RF energy, not baseband audio directly. Step-by-Step Solution: Audio signal modulates RF carrier.Modulated carrier drives antenna.Transmitter current = RF current at carrier and sidebands. Verification / Alternative check: Textbook transmitter models confirm antenna current is RF current. Why Other Options Are Wrong: Carrier frequencies: incomplete, as modulation adds sidebands. Audio frequencies: never appear directly in antenna current. None of the above: false, since RF is present. Both carrier and audio: misleading, as audio is not present directly. Common Pitfalls: Thinking audio current flows in antenna—it does not. Final Answer: Radio frequencies

Question 6

Noise in FM systems: It is known that noise phase modulates an FM wave. As the noise sideband frequency approaches the carrier frequency, how does the noise amplitude behave?

Accepted Answer

Introduction / Context: Noise in FM receivers behaves differently compared to AM. In frequency modulation, noise components produce phase modulation of the carrier, with their effect depending on the frequency separation from the carrier. Given Data / Assumptions: FM system with modulated carrier frequency. Noise sidebands are added due to channel disturbances. Concept / Approach: Noise at frequencies far from the carrier produces larger deviations, while noise close to the carrier produces very small phase deviations and thus has smaller amplitude effect at the demodulator output. Step-by-Step Solution: Noise modulates phase of FM wave.Noise components at high frequency separation from carrier → larger effect.Noise components close to carrier → minimal amplitude output.Thus, as noise sideband frequency approaches carrier, amplitude decreases. Verification / Alternative check: FM noise triangle theory confirms noise amplitude falls as frequency approaches carrier, forming the classical triangular noise spectrum. Why Other Options Are Wrong: Increase: opposite of FM noise behavior. Constant: not observed in practice. Negligible: only at exact carrier, not in general. First increase then decrease: incorrect description of FM noise spectrum. Common Pitfalls: Confusing AM noise with FM noise spectrum characteristics. Final Answer: Will decrease

Question 7

In superheterodyne receivers, what is the primary function of the local oscillator?

Accepted Answer

Introduction / Context: The local oscillator is a critical component of the superheterodyne receiver, which is the most widely used receiver architecture in modern communication systems. Its primary purpose is to enable frequency translation so that the desired incoming RF signal can be processed more efficiently. Given Data / Assumptions: Receiver architecture: superheterodyne. Incoming RF carrier frequency f_s. Local oscillator generates frequency f_lo. Intermediate frequency (IF) chosen as standard value (e.g., 455 kHz). Concept / Approach: The mixer multiplies the incoming RF signal with the local oscillator signal. This produces sum and difference frequencies. The difference frequency is selected as the IF, which remains constant regardless of the tuned station. This makes subsequent amplification and filtering easier and more selective. Step-by-Step Solution: Incoming frequency f_s = RF.Local oscillator frequency f_lo = f_s ± f_if.Mixer output = f_lo + f_s and f_lo − f_s.Filter selects IF = |f_lo − f_s|. Verification / Alternative check: For AM broadcast: f_s = 1000 kHz, IF = 455 kHz, f_lo = 1455 kHz. The IF is fixed at 455 kHz regardless of tuned frequency. Why Other Options Are Wrong: Detection of modulating signal occurs later in detector stage, not oscillator.Amplification is done by RF/IF amplifiers, not oscillator.Noise filtering is performed by tuned circuits and IF filters, not oscillator.Synchronization is relevant in communication but not the role of LO here. Common Pitfalls: Confusing local oscillator with detector or RF amplifier stages. Final Answer: Shift the frequency of the received modulated carrier to the IF band

Question 8

In a radio receiver, how is the local oscillator frequency generally set in relation to the incoming radio frequency signal?

Accepted Answer

Introduction / Context: The choice of local oscillator frequency relative to the incoming RF signal is fundamental to superheterodyne receiver design. Most commercial receivers use high-side injection, where the LO is set higher than the incoming signal frequency. Given Data / Assumptions: Receiver tuned to signal frequency f_s. Intermediate frequency f_if is fixed (e.g., 455 kHz). Local oscillator frequency f_lo = f_s + f_if (high-side injection). Concept / Approach: By setting f_lo higher than f_s, the IF remains constant for all received channels. Although low-side injection (f_lo = f_s − f_if) is possible, it is less common because it complicates image frequency rejection. Step-by-Step Solution: Suppose f_s = 1000 kHz, f_if = 455 kHz.For high-side injection: f_lo = 1000 + 455 = 1455 kHz.Mixer output = |1455 − 1000| = 455 kHz (desired IF). Verification / Alternative check: Commercial AM/FM receiver schematics confirm LO > signal frequency in most cases. Why Other Options Are Wrong: Lower frequency LO is less common and used only in special designs.Equal frequency LO produces zero IF, which is impractical.'Any of the above' is too broad; correct answer is high-side for most practical cases.Random variation is impossible for proper operation. Common Pitfalls: Students often assume LO can be freely chosen, but in practice, design constraints favor LO > RF. Final Answer: Higher than the incoming frequency

Question 9

In the context of radio receivers, what does the term 'selectivity' refer to?

Accepted Answer

Introduction / Context: Selectivity is a key parameter of a radio receiver, describing how well it can isolate the desired station while rejecting signals on nearby frequencies. This property is vital in crowded frequency bands where stations are closely spaced. Given Data / Assumptions: Receiver tuned to one frequency f_s. Nearby stations transmit at f_s ± Δf. Filters and tuned circuits determine selectivity. Concept / Approach: Good selectivity means the receiver can attenuate signals just outside the passband while allowing the tuned frequency through with minimal loss. It is primarily a function of the Q-factor of tuned circuits and IF filter characteristics. Step-by-Step Solution: Receiver tuned to 1000 kHz station.Adjacent station at 1005 kHz.High selectivity ensures only 1000 kHz is amplified and demodulated.Low selectivity would cause overlap and interference. Verification / Alternative check: Selectivity curves show bandwidth narrowing to reject adjacent signals. Why Other Options Are Wrong: Amplifying weak signals describes sensitivity, not selectivity.Maximum amplification frequency is resonance, not selectivity.Noise suppression is related to SNR, not selectivity.Demodulating multiple signals simultaneously is not the role of selectivity. Common Pitfalls: Confusing sensitivity with selectivity; both are critical but distinct receiver parameters. Final Answer: Its ability to reject adjacent unwanted signals

Question 10

Which of the following statements about the amplitude limiter circuit, commonly used in FM receivers, is not valid?

Accepted Answer

Introduction / Context: Amplitude limiters are essential in FM receivers to suppress amplitude variations caused by noise, since FM conveys information in frequency variations rather than amplitude. However, not all assumptions about limiter design are correct. Given Data / Assumptions: Limiter operates before FM demodulator. Leak-type biasing forces class C operation. Threshold limiting ensures nearly constant output amplitude. Concept / Approach: The limiter works by clipping the amplitude of incoming signals beyond a threshold. It does not require the output circuit to be tuned because its primary function is amplitude stabilization, not frequency selection. Step-by-Step Solution: Leak-type bias forces transistor into cutoff for part of the input cycle.Class C operation enables strong limiting.When input exceeds threshold, output amplitude is clipped, maintaining constant level.Output tuning is unnecessary as limiter function is amplitude-based. Verification / Alternative check: Practical FM limiter circuits do not rely on tuned outputs; they rely on nonlinearity. Why Other Options Are Wrong: Leak-type bias is indeed essential for limiter action.Class C biasing is correct description of limiter operation.Threshold action is the very purpose of amplitude limiting.Noise suppression is partial but not complete, so not the “not valid” answer. Common Pitfalls: Assuming amplitude limiter is also a tuned amplifier—it is not. Final Answer: Output must be tuned

Question 11

Which of the following statements about radio receivers is false?

Accepted Answer

Introduction / Context: Receiver design includes multiple techniques to improve selectivity, sensitivity, and image rejection. However, some statements can be misleading if the functions of these features are not understood correctly. Given Data / Assumptions: Double conversion improves performance. Variable sensitivity relates to gain control. Selective fading occurs due to multipath propagation. Concept / Approach: Double conversion is a known method to improve both selectivity and image rejection. Variable sensitivity, however, does not improve selectivity; it adjusts receiver gain to handle strong or weak signals. Hence, the claim that variable sensitivity improves selectivity is false. Step-by-Step Solution: Selectivity is improved by IF filters, not sensitivity control.Double conversion → better image rejection and narrower IF bandwidth.Variable sensitivity → prevents overload on strong signals but does not affect selectivity.Selective fading is mitigated by diversity reception, not sensitivity adjustment. Verification / Alternative check: Textbooks confirm: sensitivity control = RF gain control, not selectivity improvement. Why Other Options Are Wrong: Other statements about double conversion and fading elimination are correct in their contexts. Common Pitfalls: Confusing sensitivity with selectivity. They are different performance measures. Final Answer: Variable sensitivity is used to improve selectivity

Question 12

In RF amplifiers, what is the purpose of neutralization?

Accepted Answer

Introduction / Context: Neutralization in RF amplifiers is a stability enhancement technique. It is used to prevent unwanted oscillations caused by internal feedback through interelectrode capacitances of active devices such as vacuum tubes or transistors. Given Data / Assumptions: High-frequency RF amplifier stage. Parasitic capacitances between input and output cause positive feedback. Neutralization network introduced to cancel this feedback. Concept / Approach: The amplifier can inadvertently become an oscillator if uncontrolled positive feedback occurs. Neutralization provides an out-of-phase feedback path that cancels the unwanted coupling, thereby stabilizing the amplifier without affecting desired gain significantly. Step-by-Step Solution: Unneutralized amplifier: input-output coupling through C_m.Feedback may satisfy Barkhausen criterion → oscillation.Neutralization introduces counter-signal of equal magnitude, opposite phase.Oscillation is suppressed, amplifier remains stable. Verification / Alternative check: Classic RF tube circuits used neutralizing capacitors for stability. Why Other Options Are Wrong: Neutralization does not primarily increase bandwidth or improve selectivity.It focuses on stability, not on reducing noise. Common Pitfalls: Assuming neutralization improves selectivity—this is handled by tuned circuits, not neutralization. Final Answer: Stop oscillation

Question 13

In a superheterodyne receiver, which stage typically provides better selectivity: the RF stage or the IF stage?

Accepted Answer

Introduction / Context: Selectivity refers to the ability to separate the desired signal from adjacent signals. In superheterodyne receivers, the IF stage is designed with fixed frequency filters that achieve higher Q-factors than tunable RF circuits, giving better selectivity. Given Data / Assumptions: Receiver tuned to RF frequency f_s. Intermediate frequency f_if fixed (e.g., 455 kHz). IF stage uses sharp bandpass filters. Concept / Approach: The RF stage is tunable and must cover a wide frequency range, so its Q is limited. The IF stage operates at a fixed frequency, allowing high-Q resonators and better adjacent channel rejection. Hence, IF stage selectivity surpasses RF stage selectivity. Step-by-Step Solution: RF stage selectivity depends on variable tuned circuits; bandwidth broadens at higher frequencies.IF stage bandwidth can be narrow and optimized (e.g., ±6 kHz for AM, ±100 kHz for FM).Thus, IF stage provides sharper filtering than RF stage. Verification / Alternative check: Receiver specifications list IF bandwidth as the main selectivity parameter, not RF bandwidth. Why Other Options Are Wrong: RF stage has poorer selectivity due to tuning range limitations.Same selectivity is impossible in practice. Common Pitfalls: Confusing sensitivity and selectivity or assuming both stages contribute equally—IF is dominant. Final Answer: The IF stage has better selectivity than RF stage

Question 14

In superheterodyne and communication receivers, what is the purpose of inserting a narrow 'notch filter' in the signal path?

Accepted Answer

Introduction / Context: A notch filter (also called a band-stop or interference reject filter) is a very narrow filter used in radio and communication receivers to suppress a single unwanted tone or narrowband interferer without disturbing the surrounding spectrum. This question tests practical receiver architecture and interference-mitigation knowledge. Given Data / Assumptions: The receiver is otherwise properly aligned and operating at its intended intermediate frequency (IF) or audio frequency (AF) stage. There is a persistent single-frequency interference (heterodyne whistle, carrier leak, hum tone, or birdie). We want to reduce that tone while preserving nearby wanted signals. Concept / Approach: A notch filter provides very high attenuation at one precisely tuned frequency f0 and minimal attenuation at frequencies near f0. In receivers, this is useful for eliminating heterodyne whistles, beat notes, or strong narrow carriers that ride on top of the desired signal. Step-by-Step Solution: Identify the offending tone frequency f0 (for example, a 1 kHz audio whistle or a fixed IF spur).Insert or engage a notch filter tuned to f0 in the appropriate stage (audio or IF).The notch creates a deep attenuation null at f0, significantly reducing the interference while leaving the adjacent content largely unchanged. Verification / Alternative check: If the notch is correctly adjusted, the specific tone disappears in the demodulated audio or the IF spectrum while speech/music intelligibility or data throughput remain unaffected. Why Other Options Are Wrong: Increase gain at one frequency: that is the opposite of a notch (a peaking filter does that). Make selectivity uniformly sharper: that is a job for narrow IF roofing/ceramic/SAW filters, not a single-frequency notch. Spread bandwidth: a notch does not broaden bandwidth; it removes a very narrow slice. Convert AM to FM: filtering does not change the modulation type. Common Pitfalls: Mistaking a notch (narrow stop) for a band-pass peak. Trying to use a notch to solve wideband noise problems; it only helps for narrow single-tone issues. Final Answer: Reduce the receiver gain at one specific interfering frequency (create a deep, narrow attenuation notch)

Question 15

Receiver noise metrics: Which of the following is NOT a generally useful figure of merit for comparing the noise performance of different radio receivers?

Accepted Answer

Introduction / Context: Noisy front ends degrade weak-signal reception. Engineers therefore compare receivers using normalized noise metrics. This item assesses which metrics are standardized and portable across different systems and which are not. Given Data / Assumptions: We compare different receivers that may see different source impedances and bandwidths. We seek a metric that remains meaningful across setups. Concept / Approach: Noise figure (NF) and noise temperature (Tn) are standardized: both relate output SNR to input SNR independent of absolute signal level, provided the source impedance and temperature are defined. Equivalent noise resistance also references noise back to the input with a known bandwidth and impedance. A bare 'input noise voltage' number, without source impedance and bandwidth, is not portable because thermal noise scales with both. Step-by-Step Solution: Thermal noise spectral density ~ 4kTR (V^2/Hz) depends on R and T.Total noise voltage ~ sqrt(4kTR*B) depends on bandwidth B and source R.Thus quoting a single 'input noise voltage' without R and B is ambiguous and not comparable. Verification / Alternative check: Receiver datasheets always pair noise voltages with the test source impedance and bandwidth. Cross-vendor comparisons typically use NF or Tn. Why Other Options Are Wrong: NF and Tn are standard, comparable figures of merit. Equivalent noise resistance is meaningful when referred to a defined input and bandwidth. C/N at a known point is also meaningful when the reference bandwidth is specified. Common Pitfalls: Comparing unreferenced noise voltages from different receivers and drawing incorrect conclusions. Final Answer: Input noise voltage (without specifying source impedance and bandwidth)

Question 16

Thermal (Johnson–Nyquist) noise of a resistor: How does the generated noise power depend on temperature?

Accepted Answer

Introduction / Context: Every resistor generates random thermal noise due to the agitation of charge carriers. Understanding how this noise scales with temperature is essential for low-noise RF and instrumentation design. Given Data / Assumptions: Resistor at thermodynamic equilibrium (no shot noise source). Thermal noise model (Johnson–Nyquist). Bandwidth B is considered when converting spectral density to total noise. Concept / Approach: Thermal noise power spectral density at the terminals of a matched resistor is kT per hertz. The mean-square noise voltage over bandwidth B is 4kTRB. Hence noise power and voltage grow linearly with absolute temperature T (in kelvin). Step-by-Step Solution: Noise spectral density: N0 = kT (W/Hz).Mean square noise voltage: v_n^2 = 4kTRB.Therefore v_n ∝ sqrt(T) and noise power ∝ T. Verification / Alternative check: Cooling a low-noise amplifier or front-end (e.g., cryogenic LNAs) reduces T and thus reduces noise floor proportionally. Why Other Options Are Wrong: T^2: incorrect scaling; it is linear with T. Independent of T: contradicted by k*T dependence. Inversely proportional to T: opposite of true behavior. Depends only on DC bias: thermal noise exists without bias. Common Pitfalls: Confusing noise voltage (proportional to sqrt(T)) with noise power (proportional to T). Final Answer: Directly proportional to absolute temperature (T)

Question 17

What does the thermal noise generated by a resistor depend upon?

Accepted Answer

Introduction / Context: Quantifying resistor noise helps engineers choose components for preamplifiers, mixers, and precision measurement equipment. Thermal noise is an unavoidable physical phenomenon. Given Data / Assumptions: Resistor with value R operating at absolute temperature T. Observation bandwidth B. No additional excess noise mechanisms (e.g., flicker). Concept / Approach: The mean-square thermal noise voltage across a resistor is v_n^2 = 4kTRB. Thus, thermal noise magnitude increases with both resistance R and absolute temperature T, and also with bandwidth B. Step-by-Step Solution: Start with Johnson–Nyquist relation: v_n^2 = 4kTRB.Holding bandwidth constant, v_n rises as R or T increases.Therefore both resistance and temperature are determinants of the noise. Verification / Alternative check: Practical lab measurements show doubling the resistance or doubling the absolute temperature increases the noise voltage accordingly (by sqrt(2) in RMS for each doubling). Why Other Options Are Wrong: Only R or only T: incomplete; both contribute. Neither: contradicts physics. Only DC voltage: thermal noise exists even with zero DC bias. Common Pitfalls: Ignoring the bandwidth term B, which also scales noise. Final Answer: Both its resistance value and its operating temperature

Question 18

Transistor noise comparison: Transistors are effectively free from which of the following classical noise types?

Accepted Answer

Introduction / Context: Different devices exhibit different dominant noise mechanisms. Recognizing which are characteristic of transistors versus passive resistors helps with low-noise circuit design and troubleshooting. Given Data / Assumptions: We compare intrinsic device mechanisms: shot, flicker, partition, thermal (resistance) noise. 'Resistance noise' here refers to the Johnson–Nyquist noise of a discrete passive resistor. Concept / Approach: Bipolar and FET transistors exhibit shot noise (due to junction currents) and flicker noise (dominant at low frequency). Bipolars also show partition noise where current divides between junctions. Pure resistance (Johnson) noise is the hallmark of passive resistors; while transistors include internal base/emitter resistances that contribute thermal noise, the classic statement in basic MCQs is that 'transistors are free from resistance noise' as a primary device mechanism compared with resistors. Step-by-Step Solution: Identify each mechanism: shot (junction current), flicker (1/f), partition (current splitting), resistance noise (passive resistor).Associate mechanisms with devices: transistors → shot, flicker, partition; resistors → Johnson noise.Therefore the traditional answer is that transistors are 'free from' resistance noise as a principal mechanism. Verification / Alternative check: Noise modeling in transistor datasheets separates junction noise (shot, flicker) from external resistor thermal noise. Base spreading resistance contributes thermal noise but is modeled as an explicit resistor. Why Other Options Are Wrong: Partition, flicker, and shot noise are all characteristic of transistors. Avalanche noise appears during junction breakdown and can occur in semiconductors including transistors. Common Pitfalls: Confusing intrinsic device noise with thermal noise of explicit resistors used around the device. Final Answer: Resistance (Johnson) noise (as a standalone component effect)

Question 19

Receiver tracking: Which component is commonly ganged to ensure the RF amplifier and the local oscillator track together across the tuning range?

Accepted Answer

Introduction / Context: In superheterodyne receivers, the RF input tuned circuit and the local oscillator (LO) must 'track' so that their frequency separation remains equal to the intermediate frequency (IF) over the whole band. The most familiar solution uses mechanically ganged tuning capacitors. Given Data / Assumptions: Conventional broadcast or communications receiver front end. Need to maintain f_LO − f_RF = IF (high-side LO) or f_RF − f_LO = IF (low-side LO). Mechanical coupling available between tuning elements. Concept / Approach: A dual (or triple) section variable capacitor is mounted on a common shaft so the capacitance in the RF and LO tanks changes together with rotor angle. With trimmers and padders for end-point alignment, this approach keeps the IF spacing constant, ensuring proper tracking across the dial. Step-by-Step Solution: Choose a multi-gang variable capacitor with sections sized for RF and LO tanks.Mechanically couple sections so C_RF(θ) and C_LO(θ) vary together with shaft angle θ.Use padders/trimmers to correct end-point and mid-band tracking errors. Verification / Alternative check: Classic broadcast receivers universally use ganged variable capacitors for RF/LO tracking; modern sets may use varactors electronically ganged via a control voltage. Why Other Options Are Wrong: Ganged tuning inductor: less common mechanically; capacitors are standard in broadcast sets. Single variable inductor or a preset resistor cannot maintain two-tank tracking over the band. Fixed padder alone cannot track across the full range without a variable element. Common Pitfalls: Confusing end-point trimming (padders) with continuous tracking (ganged tuning capacitors). Final Answer: Variable capacitor (ganged across RF and LO sections)

Question 20

Receiver selectivity: In most superheterodyne receivers, which block primarily determines the overall selectivity (i.e., adjacent-channel rejection and bandwidth)?

Accepted Answer

Introduction / Context: Selectivity defines how well a receiver separates the desired channel from adjacent channels. In superheterodyne architectures, frequency conversion to a fixed IF allows the use of stable, high-Q filters to set the bandwidth precisely. Given Data / Assumptions: Receiver uses a fixed intermediate frequency (e.g., 455 kHz AM or 10.7 MHz FM). IF filters (LC, ceramic, crystal, SAW) provide the bulk of the shaping. Concept / Approach: Moving selectivity to a constant frequency means the filter characteristics (bandwidth, skirt selectivity, ripple) are consistent across the entire tuning range. Hence, the IF section predominantly sets receiver selectivity. Step-by-Step Solution: Incoming RF → mixer → IF.IF filters shape the passband and reject adjacent channels.Thus adjacent-channel rejection depends chiefly on IF characteristics. Verification / Alternative check: Service alignment procedures focus on IF filter alignment to correct bandwidth and skirt selectivity, confirming their central role. Why Other Options Are Wrong: Sensitivity relates to minimum discernible signal, not bandwidth. Antenna pattern can help but is not the primary selectivity mechanism in superhets. Audio and LO power do not define RF/IF bandwidth. Common Pitfalls: Equating sensitivity (gain/noise) with selectivity (filtering). Final Answer: Characteristics of the IF section (IF filters and IF amplifiers)

Radio Receivers Questions