• Skip to main content
  • Skip to search
  • Skip to footer
Cadence Home
  • This search text may be transcribed, used, stored, or accessed by our third-party service providers per our Cookie Policy and Privacy Policy.

  1. Community Forums
  2. Custom IC Design
  3. PSS parametric Analysis in rectifier design

Stats

  • Locked Locked
  • Replies 4
  • Subscribers 126
  • Views 14859
  • Members are here 0
This discussion has been locked.
You can no longer post new replies to this discussion. If you have a question you can start a new discussion

PSS parametric Analysis in rectifier design

SanHad
SanHad over 9 years ago

I am working on the design of an energy harvesting (rectifier) block for a passive RFID system working at 5.8GHz,as my PhD thesis. Currently I am working on a Dynamic Threshold Voltage Cancellation technique based on the paper entitled:  "High-Efficiency Differential-Drive CMOS Rectifier for UHF RFIDs", K. Kotani, et al., in IEEE JOURNAL OF SOLID-STATE CIRCUITS.

After several months of try, finally I could get a relatively correct response for rectifier PCE, using PSS analysis. As the rectifier circuit is quite nonlinear, in order to get the optimum PCE results I need to sweep the size of the mosfets, and based on another reference ("Power efficient multi-stage CMOS rectifier design for UHF RFID tags, Shu-Yi Wong", Chunhong Chen), there is actually an optimum ratio of transistors' sizes which maximizes the PCE.

Considering g= (µn*Wn)/(µp*Wp), while " µn" and " µp" are the electron and hole mobility of the NMOS and PMOS devices.


1. Now I would like to know how I can sweep this ratio as a parameter in PSS analysis. Is there a way which I can define this parameter g as a variable to sweep?

2. When I try to sweep the values of Wp and Wn seperately, it keeps getting the convergence error after a long simulation time. (Itried to change the Options but still no convergence)


I would be grateful to have your suggestions in this case.


Regards,
Sanaz

  • Cancel
Parents
  • SanHad
    SanHad over 8 years ago
    Dear Andrew,

    Thank you for your response. I guess you are right about the multiple values of Wn and Wp which gives the same g, and at the moment I just need to find the value of g which maximizes the PCE. So the only parameter to sweep is actually the g, and when I could find the optimum ratio, then the sizes of Wn and Wp would be define later based on the load value of the circuit. But I just don't know how do I have to define this Paramset (Wn/Wp) in ADE L and then sweep it! I would be thankful for a more detailed explanation or a reference!

    Regards,
    Sanaz
    • Cancel
    • Vote Up 0 Vote Down
    • Cancel
Reply
  • SanHad
    SanHad over 8 years ago
    Dear Andrew,

    Thank you for your response. I guess you are right about the multiple values of Wn and Wp which gives the same g, and at the moment I just need to find the value of g which maximizes the PCE. So the only parameter to sweep is actually the g, and when I could find the optimum ratio, then the sizes of Wn and Wp would be define later based on the load value of the circuit. But I just don't know how do I have to define this Paramset (Wn/Wp) in ADE L and then sweep it! I would be thankful for a more detailed explanation or a reference!

    Regards,
    Sanaz
    • Cancel
    • Vote Up 0 Vote Down
    • Cancel
Children
No Data

Community Guidelines

The Cadence Design Communities support Cadence users and technologists interacting to exchange ideas, news, technical information, and best practices to solve problems and get the most from Cadence technology. The community is open to everyone, and to provide the most value, we require participants to follow our Community Guidelines that facilitate a quality exchange of ideas and information. By accessing, contributing, using or downloading any materials from the site, you agree to be bound by the full Community Guidelines.

© 2025 Cadence Design Systems, Inc. All Rights Reserved.

  • Terms of Use
  • Privacy
  • Cookie Policy
  • US Trademarks
  • Do Not Sell or Share My Personal Information