1 / 26

A Unified SPICE Compatible Model for Large and Small Signal Envelope Simulation of Linear Circuits Excited by Modula

A Unified SPICE Compatible Model for Large and Small Signal Envelope Simulation of Linear Circuits Excited by Modulated Signals . Simon Lineykin and Sam Ben-Yaakov*

clemens
Télécharger la présentation

A Unified SPICE Compatible Model for Large and Small Signal Envelope Simulation of Linear Circuits Excited by Modula

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. A Unified SPICE Compatible Model for Large and Small Signal Envelope Simulation of Linear Circuits Excited by Modulated Signals Simon Lineykin and Sam Ben-Yaakov* Power Electronics LaboratoryDepartment of Electrical and Computer EngineeringBen-Gurion University of the NegevP. O. Box 653, Beer-Sheva 84105, ISRAEL Phone: +972-8-646-1561, Fax: +972-8-647-2949Email: sby@ee.bgu.ac.il, Website: www.ee.bgu.ac.il/~pel

  2. Power System Driven by a modulated signal

  3. Example 1: a Resonant Network Excited by a Modulated Signal

  4. Example 2: Electronic Ballast

  5. A Primer to Envelope Simulation • Any analog modulated signal (AM, FM or PM) can be described by the following expression: • The Current in the network excited by u(t):

  6. Phasor Analysis • Inductance

  7. Phasor Analysis Capacitance Resistance

  8. Splitting the Network into Two Cross-Coupled Components - Imaginary and Real

  9. Real Load Component Imaginary Load Component Splitting the Network into Two Cross-Coupled Components - Imaginary and Real

  10. Simulation Alternatives • Cycle-by-cycle (full simulation) • High and low frequencies • Very long simulation • Only transient • AC transfer function -> point-by-point • Envelope simulation (Large Signal -Previous study) • Only low frequency • Only transient • AC transfer function -> point-by-point

  11. Example: Piezoelectric Transformer Driven by FM Signal (SPICE)

  12. Example: Piezoelectric Transformer Driven by FM Signal (SPICE)

  13. Example: Piezoelectric Transformer Driven by FM Signal (SPICE)

  14. Example: Piezoelectric Transformer Driven by FM Signal (SPICE) - Harmonic modulating signal

  15. Example: Piezoelectric Transformer Driven by FM Signal (SPICE)

  16. OrCAD Schematics for Envelope Simulation (Large Signal)

  17. Results of Full and Envelope Transient Simulations The modulating input signal Envelope The Frequency modulated signal Cycle-by-cycle Envelope Cycle-by-cycle Output signal

  18. Objectives of this Study • To extend the envelope simulation method to AC analysis • A method that would not need an analytical derivation • Same model compatible with DC, AC, and Transient analysis types

  19. Proposed Method – Small Signal Analysis Using AC–Simulation • Amplitude modulation phasor The source is linear and suitable for AC analysis – as is

  20. =Ac Small signal =Ac*kp*u(t) Small signal Linear source Linearization of Sources for Angle Modulation • Phase Modulation phasor PM – Nonlinear source

  21. =Ac Small signal =Ac*kp*u(t)dt Small signal Linear source Linearization of Sources for Angle Modulation • Frequency Modulation phasor FM – Nonlinear source

  22. Results: Piezoelectric Transformer Driven by FM signal (AC and Point-by-Point) for Different Carrier Frequencies

  23. Results: Piezoelectric Transformer Driven by FM signal (AC and Point-by-Point) for Different Carrier Frequencies

  24. Frequency Response of the Network (unmodulated input signal) using DC-sweep • DC-sweep in envelope simulation is equivalent to frequency sweep in full simulation • The parameter of DC sweep is a carrier frequency fc • The source for DC sweep:

  25. Example: Frequency Response of Piezoelectric Transformer with Different Resistive Loads

  26. Conclusions • Envelope simulation method was extended to cover all simulation types: Transient, AC, DC. • Method is suitable for any linear circuit. • Method is also suitable for nonlinear circuits that can be linearized for small signal.

More Related