Electron guns in linear-beam microwave tubes – Pierce gun usage Is it correct that a multi-cavity klystron amplifier generally employs a Pierce-type electron gun to form a laminar, low-emittance beam?

Difficulty: Easy

Correct Answer: True

Explanation:


Introduction:
The electron gun defines the initial quality of the beam in linear-beam tubes such as multi-cavity klystron amplifiers and traveling-wave tubes. The Pierce gun geometry is a widely used solution that produces a laminar electron beam with controlled convergence and low transverse velocity spread, improving efficiency and gain.


Given Data / Assumptions:

  • Linear-beam (not crossed-field) devices.
  • Requirement for small beam interception and good coupling to RF gaps.
  • Use of focusing elements (electrostatic and/or magnetic) along the drift region.


Concept / Approach:

The Pierce gun employs specific electrode shaping (e.g., 67.5° Pierce angle in planar versions) to make the equipotentials parallel to the beam near the cathode, achieving laminar flow. This minimizes beam scalloping and emittance growth before velocity modulation in the input cavity and bunching in the drift spaces.


Step-by-Step Solution:

1) Start with thermionic cathode emission with space-charge-limited current.2) Use Pierce shaping to set initial beam convergence and reduce transverse fields.3) Inject the beam through the input cavity for velocity modulation; maintain focusing through solenoids or periodic permanent magnets.


Verification / Alternative check:

Operational data from commercial klystrons show Pierce-type guns are standard; reflex klystrons (oscillators) are a different class and do not define “Pierce gun” usage.


Why Other Options Are Wrong:

“False” contradicts common practice; restricting to reflex oscillators or low voltages is incorrect; magnetic focusing presence does not negate Pierce geometry.


Common Pitfalls:

Confusing Pierce guns (linear-beam) with magnetron cathodes (crossed-field); assuming gun geometry is irrelevant to RF performance.


Final Answer:

True.

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