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ECEN 5817 Housekeeping update

ECEN 5817 Housekeeping update. For both on-campus and CAETE students: A DVD of recorded lectures from Professor Erickson’s Spring ’06 class will be mailed to you sometime next week. These will not be available on the CAETE website CUAnywhere.colorado.edu

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ECEN 5817 Housekeeping update

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  1. ECEN 5817Housekeeping update • For both on-campus and CAETE students: A DVD of recorded lectures from Professor Erickson’s Spring ’06 class will be mailed to you sometime next week. These will not be available on the CAETE website CUAnywhere.colorado.edu • For on-campus students: You will not have access to this semesters recorded lectures on the CAETE website • For CAETE students: By popular request, scanned and e-mailed homework will be accepted provided the submissions meet the following requirements: • Black and white (no color, no grayscale) • 200 – 300 dpi • All problems scanned into ONE PDF file for the whole assignment • PDF file is easy to read, easy to open, and easy to print

  2. Chapter 19Resonant Conversion • Introduction • 19.1 Sinusoidal analysis of resonant converters • 19.2 Examples • Series resonant converter • Parallel resonant converter • 19.3 Soft switching • Zero current switching • Zero voltage switching • 19.4 Load-dependent properties of resonant converters • 19.5 Exact characteristics of the series and parallel resonant converters

  3. Equivalent circuit of rectifier • Rectifier input port: • Fundamental components of current and voltage are sinusoids that are in phase • Hence rectifier presents a resistive load to tank network • Effective resistance Re is Rectifier equivalent circuit With a resistive load R, this becomes Loss free resistor

  4. 19.1.4 Solution of convertervoltage conversion ratio M = V/Vg Eliminate Re:

  5. Conversion ratio M So we have shown that the conversion ratio of a resonant converter, having switch and rectifier networks as in previous slides, is equal to the magnitude of the tank network transfer function. This transfer function is evaluated with the tank loaded by the effective rectifier input resistance Re.

  6. 19.2.2 Subharmonic modes of the SRC Example: excitation of tank by third harmonic of switching frequency Can now approximate vs(t) by its third harmonic: Result of analysis:

  7. Subharmonic modes of SRC • Not often used - reduced switch utilization and decreased voltage conversion ratio • Still need to be aware their existence

  8. 19.2 Examples19.2.1 Series resonant converter

  9. Model: series resonant converter

  10. Construction of Zi – Resonant (high Q) caseC = 0.1 μF, L = 1 mH, Re = 10 Ω

  11. Construction of H = V / Vg – Resonant (high Q) caseC = 0.1 μF, L = 1 mH, Re = 10 Ω Buck characteristic

  12. Construction of Zi

  13. Construction of H

  14. Model: series resonant converter

  15. Construction of Zi – Non-resonant (low Q) caseC = 0.1 μF, L = 1 mH, Re = 1 kΩ

  16. Construction of H – Non-resonant (low Q) caseC = 0.1 μF, L = 1 mH, Re = 1 kΩ

  17. 19.2.3 Parallel resonant dc-dc converter • Differs from series resonant converter as follows: • Different tank network • Rectifier is driven by sinusoidal voltage, and is connected to inductive-input low-pass filter • Need a new model for rectifier and filter networks

  18. Model of uncontrolled rectifierwith inductive filter network – input port Fundamental component of iR(t):

  19. Model of uncontrolled rectifierwith inductive filter network – output port Output inductor volt second balance: dc voltage is equal to average rectified tank output voltage

  20. Effective resistance Re Again define In steady state, the dc output voltage V is equal to the average value of | vR |: For a resistive load, V = IR. The effective resistance Re can then be expressed

  21. Equivalent circuit model of uncontrolled rectifierwith inductive filter network Dependent voltage source based on rectified tank voltage. Vs. SRC, dependent current source based on rectified tank current.

  22. Equivalent circuit modelParallel resonant dc-dc converter

  23. 2 different ways to construct transfer function H

  24. Construction of Zi – Resonant (high Q) caseC = 0.1 μF, L = 1 mH, Re = 1 kΩ

  25. Construction of H = V / Vg – Resonant (high Q) caseC = 0.1 μF, L = 1 mH, Re = 1 kΩ Buck-boost characteristic

  26. Construction of Zo

  27. Construction of H

  28. Dc conversion ratio of the PRC At resonance, this becomes • PRC can step up the voltage, provided R > R0 • PRC can produce M approaching infinity, provided output current is limited to value less than Vg / R0

  29. Comparison of approximate and exact characteristics Series resonant converter Below resonance: 0.5 < F < 1 Above resonance: 1 < F

  30. Comparison of approximate and exact characteristics Parallel resonant converter Exact equation: solid lines Sinusoidal approximation: shaded lines

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