Induced Current in Walls of Catcher Cavity Solution

STEP 0: Pre-Calculation Summary
Formula Used
Induced Catcher Current = Beam Coupling Coefficient*Direct Current
I2 = βi*Io
This formula uses 3 Variables
Variables Used
Induced Catcher Current - (Measured in Ampere) - Induced Catcher current in the walls of catcher cavity is the induced form current in catcher's cavity.
Beam Coupling Coefficient - Beam Coupling Coefficient is a measure of the interaction between an electron beam and an electromagnetic wave in a resonant cavity.
Direct Current - (Measured in Ampere) - Direct Current refers to the current which is unidirectional and has constant magnitude.
STEP 1: Convert Input(s) to Base Unit
Beam Coupling Coefficient: 0.836 --> No Conversion Required
Direct Current: 12.8 Ampere --> 12.8 Ampere No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
I2 = βi*Io --> 0.836*12.8
Evaluating ... ...
I2 = 10.7008
STEP 3: Convert Result to Output's Unit
10.7008 Ampere --> No Conversion Required
FINAL ANSWER
10.7008 Ampere <-- Induced Catcher Current
(Calculation completed in 00.020 seconds)

Credits

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Bipin Tripathi Kumaon Institute of Technology (BTKIT), Dwarahat
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14 Klystron Cavity Calculators

Average Microwave Voltage in Buncher Gap
Go Average Microwave Voltage = Input Signal Amplitude*Beam Coupling Coefficient*sin(Angular Frequency*Entering Time+(Average Transient Angle/2))
Maximum Input Voltage in Two Cavity Klystron
Go Maximum Input Voltage in Two Cavity Klystron = (2*Reflex Klystron Voltage*Bunching Parameter)/(Beam Coupling Coefficient*Average Transient Angle)
Phase Constant of Fundamental Mode Field
Go Phase Constant for N-cavities = (2*pi*Number of Oscillation)/(Mean Distance Between the Cavities*Number of Resonant Cavities)
Average Distance between Cavities
Go Mean Distance Between the Cavities = (2*pi*Number of Oscillation)/(Phase Constant for N-cavities*Number of Resonant Cavities)
Magnitude of Microwave Signal at Input Cavity
Go Magnitude of Microwave Signal = (2*Cathode Buncher Voltage*Bunching Parameter)/(Beam Coupling Coefficient*Angular Variation)
Velocity Modulation of Electrons in Klystron Cavity
Go Velocity Modulation = sqrt((2*[Charge-e]*High DC Voltage)/[Mass-e])
Beam Coupling Coefficient in Two Cavity Klystron
Go Beam Coupling Coefficient = sin(Average Transient Angle/2)/(Average Transient Angle/2)
Conductance of Resonator
Go Conductance of Cavity = (Capacitance at Vane Tips*Angular Frequency)/Unloaded Q-factor
Number of Resonant Cavities
Go Number of Resonant Cavities = (2*pi*Number of Oscillation)/Phase Shift in Magnetron
Induced Current in Catcher Cavity
Go Induced Catcher Current = Current Arriving at Catcher Cavity Gap*Beam Coupling Coefficient
Buncher Cavity Gap
Go Buncher Cavity Gap = Average Transit Time*Electron Uniform Velocity
Induced Current in Walls of Catcher Cavity
Go Induced Catcher Current = Beam Coupling Coefficient*Direct Current
Average Transit Angle
Go Average Transient Angle = Angular Frequency*Average Transit Time
Average Transit Time
Go Average Transit Time = Buncher Cavity Gap/Velocity Modulation

Induced Current in Walls of Catcher Cavity Formula

Induced Catcher Current = Beam Coupling Coefficient*Direct Current
I2 = βi*Io

What is Klystron?

Klystrons are high power microwave vacuum tubes. They are velocity-modulated tubes that are used in radars as amplifiers or oscillators. A klystron uses the kinetic energy of an electron beam for the amplification of a high-frequency signal.

How to Calculate Induced Current in Walls of Catcher Cavity?

Induced Current in Walls of Catcher Cavity calculator uses Induced Catcher Current = Beam Coupling Coefficient*Direct Current to calculate the Induced Catcher Current, The Induced Current in Walls of Catcher Cavity formula is defined as Current produce in a conductor due to change in magnetic flux through the region. Induced Catcher Current is denoted by I2 symbol.

How to calculate Induced Current in Walls of Catcher Cavity using this online calculator? To use this online calculator for Induced Current in Walls of Catcher Cavity, enter Beam Coupling Coefficient i) & Direct Current (Io) and hit the calculate button. Here is how the Induced Current in Walls of Catcher Cavity calculation can be explained with given input values -> 10.7008 = 0.836*12.8.

FAQ

What is Induced Current in Walls of Catcher Cavity?
The Induced Current in Walls of Catcher Cavity formula is defined as Current produce in a conductor due to change in magnetic flux through the region and is represented as I2 = βi*Io or Induced Catcher Current = Beam Coupling Coefficient*Direct Current. Beam Coupling Coefficient is a measure of the interaction between an electron beam and an electromagnetic wave in a resonant cavity & Direct Current refers to the current which is unidirectional and has constant magnitude.
How to calculate Induced Current in Walls of Catcher Cavity?
The Induced Current in Walls of Catcher Cavity formula is defined as Current produce in a conductor due to change in magnetic flux through the region is calculated using Induced Catcher Current = Beam Coupling Coefficient*Direct Current. To calculate Induced Current in Walls of Catcher Cavity, you need Beam Coupling Coefficient i) & Direct Current (Io). With our tool, you need to enter the respective value for Beam Coupling Coefficient & Direct Current and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Induced Catcher Current?
In this formula, Induced Catcher Current uses Beam Coupling Coefficient & Direct Current. We can use 1 other way(s) to calculate the same, which is/are as follows -
  • Induced Catcher Current = Current Arriving at Catcher Cavity Gap*Beam Coupling Coefficient
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