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TRAVELING WAVE TUBE OUTPUT WINDOW MODEL (IMPEDANCE MATCHING PROBLEM) Team Members Ankush Mohan Gurvinder Dilawari
22

TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Nov 11, 2021

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Page 1: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

TRAVELING WAVE TUBE OUTPUT WINDOW MODEL

(IMPEDANCE MATCHING PROBLEM)

Team MembersAnkush Mohan

Gurvinder Dilawari

Page 2: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Project Overview

• Background of HFSS & TWT• Modeling Process• Discoveries / Results• Conclusion

Page 3: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

GoalFigure out how to model an output circuit in HFSS and set a Standard Procedure for futuresimulation process.

Page 4: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

HFSS Background

• 3D EM Simulation Software Tool for RF, Wireless, Packaging and Optoelectronic Design

• Used for modeling High speed PCB, Package, IC, Antenna, Array Design along with RF and Microwave component design.

HFSS Interface

Page 5: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Traveling Wave Tube (TWT)Overview

• High Frequency Wideband Amplifier • Output Power Ranges from Watt-Mega Watts• Used as final amplifiers In nearly all warfare and satellite communication systems.

Page 6: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

The Output Window

• It is a transmission line that matches the impedance from the vacuum to a coax.

• A bad match can cause reflections going back into the tube which can damage the tube itself.

Page 7: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Project Iterations and Learning Aspects

• Capabilities of HFSS were unknown in the beginning.

• Memory Issues.• No one had attempted to model the whole

output circuit before

Page 8: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Pieces Of Our Model

Helix circuit only Dome Window

Matching Fingers Coaxial Connector

Page 9: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Modeling Process

9 Turns-Loss away from Helix 19 Turns-Loss close to Helix

19 Turns & Window 19 Turns, Window & Coax

Page 10: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Initial Plan

S Parameters

• Solve all the pieces separately for their VSWR.

• Combine solutions to solve the whole problem.

• Realized that waveports could not be assigned with S parameter values.

Page 11: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Actual Process

• Learned the traits of HFSS.

• One model piece was added at a time.

• Finally the whole circuit was solved in HFSS.

Page 12: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Critical Modeling Decisions

• How to introduce attenuation in the circuit to make it into a one port device.

• Tape geometry.• Inclusion of Matching Fingers.• Waveguide or Coaxial connector.

Page 13: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Introducing the Attenuation

9 Turns-Loss away from Helix 19 Turns-Loss close to HelixAttenuation Region

Page 14: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Tape Geometry

Circular Tape matched with a real life circuitStraight

Tape

Page 15: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Matching Fingers

Used In Real Circuits To Tune The Impedance Match

Page 16: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Waveguide or Coaxial Connector

Waveguide Coaxial Connector

Page 17: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Discoveries• Small sharp edges

were disliked by HFSS and cause the program to run out of memory.

• Time Domain Reflectometry (TDR).

Sharp Edge

Page 18: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Discoveries Contd.

• Import models from other programs.

• Fault in the original window design.

• Very top of the window should be 50 Ω

36Ω42Ω

50Ω

65Ω

72Ω

Main Formula

Zo = 138log(D/d)Er0.5

Page 19: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Confirmed Original Fault By TDR

• TDR gives us a plot of Impedance of the circuit versus time.

• Calculations were confirmed by the TDR plot of the circuit.

Window Region

Page 20: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Output ComparisonReturn Loss VS Frequency

-50

-45

-40

-35

-30

-25

-20

-15

-10

-5

0

11 11.5 12 12.5 13 13.5 14 14.5 15 15.5 16

Frequency(GHz)

Retu

rn L

oss(

dB)

• The wave characteristics are the same• The magnitude is comparably at the same level

Page 21: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Conclusion

• Figured out how to model the Output Circuit successfully.

• Findings will be used as future reference for modeling output circuits.

• Increase efficiency of new designs

Page 22: TRAVELING WAVE TUBE OUTPUT WINDOW MODEL - SJSU

Questions?