In a backward-wave oscillator (BWO), does the guided RF wave physically 'wind back and forth' along the line?
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ATrue
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BFalse
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CTrue only in pulsed mode
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DTrue only at cutoff
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EDepends on beam voltage
Answer
Correct Answer: False
Explanation
Introduction / Context:A backward-wave oscillator (BWO) is a vacuum device where the phase velocity of the slow-wave structure supports a wave whose phase travels opposite to the direction of power flow. This enables oscillation under proper feedback conditions.
Given Data / Assumptions:
- BWO with slow-wave structure (e.g., a helix or periodic waveguide).
- Electron beam interacts with a backward wave (negative phase velocity relative to the beam).
Concept / Approach:
'Backward wave' refers to the direction of phase propagation relative to energy flow, not a literal 'winding back and forth' of energy or the field structure along the line. The energy still travels toward the output; it is the phase that appears to move backwards. Therefore, the statement that the wave 'winds back and forth' is inaccurate and misleading.
Step-by-Step Solution:
Recognize that in BWOs, v_phase and v_group have opposite directions.Phase traveling backward does not imply energy oscillates spatially back and forth.Hence the literal interpretation is false.Verification / Alternative check:
Device analyses show negative dispersion slope (backward wave) with unidirectional energy transport; measured output confirms delivered power at the output port without 'shuttling' back and forth.
Why Other Options Are Wrong:
- True (and qualifiers): Misinterpret the meaning of backward-wave as a physical zig-zag of energy.
- Depends on beam voltage: Beam voltage affects frequency and gain, not the fundamental definition of backward wave.
Common Pitfalls:
Equating negative phase velocity with negative energy flow; misreading cartoons of slow-wave structures as literal field paths.
Final Answer:
False