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ANALYSIS OF DOUBLE STEP-DOWN TWO PHASE
BUCK CONVERTER
Submitted by
SAMPREETH D
SUNIL
NAVODAYA INSTITUTE OF TECHNOLOGY
RAICHUR-584103
ABSTRACT
 The objective of this presentation is to design DC-DC
converter for supplying power to CPU, called as voltage
regulator module (VRM).
 This converter essentially has double step-down conversion
and high efficiency.
 Connecting a capacitor to conventional two phase buck
converter divides the input source voltage into one half,
useful for balancing the inductor currents.
CIRCUIT DIAGRAM
STATE-1
Switch Sma ON
Accordingly the energy is stored in the
inductor La from this input voltage, and the
inductor current iLa rises linearly.
The change in the inductor current ∆iLa(ON) is
as follows,
∆iLa(ON) = (Ei - Vci – Eo)TON/La............(1)
STATE-2&4
Switch Sma & Smb OFF
Therefore the inductor current falls
linearly.
The change in the inductor current
∆iLa(OFF)=(Eo*TOFF)/La……………(2)
STATE-3
Switch Smb ON
SRb
Accordingly the energy is stored in the
inductor Lb from the capacitor Ci, and
the inductor current iLb rises linearly.
The change in the inductor current
∆iLb(ON)=(Vci-Eo)TON/La………..(3)
During the states I, II and IV, the main
switch Smb is OFF.
The inductor Lb is connected to the
capacitor Co
The energy stored in the inductor Lb is
supplied to the capacitor Co through
the switch SRb.
Therefore the inductor current falls linearly.
 The change in the inductor current is
∆iLb(OFF)=(Eo*TOFF)/Lb……………….(4)
The inductor current iLb of the lower side
with triangle waveforms is repeated with
180 degree phase shifts with iLa.
 In the steady-state, the equations (1) and (2) are equal
(Ei- Vci- Eo)ToN - EoToFF =0.............. (5)
 Similarly, from the equations (3) and (4)
(Vci - Eo)TON - EoToFF = 0.............. ..(6)
 From (5) and (6), the capacitor voltage Vci is as
Vci=Ei/2………………………………………..(7)
From (5) and (7)
Eo/Ei=1/2*(TON/(TON+TOFF))
i.e
Eo/Ei=D/2…………………..(8)
CIRCUIT WAVEFORMS
ADVANTAGES
 Doubling of step-down conversion(Eo/Ei=D/2).
 Reducing switching loss.
 Reducing of voltage stress of switching element.
 Automatically balancing of inductor currents.
REFERENCES
 [1] Intel Corp. "Voltage Regulator Module (VRM) and Enterprise
Voltage Regulator-Down (EVRD) 10.0".
 [2] David W. Parsley, "Dual-Inductor Buck Switching Converter,
"US patent 4,713,742, Dec. 1987.
 [3] H.C. Martin, "Power Supply Technology for Low Voltage Low
Ripple Requirements," US patent 4,618,919, Oct. 1986.
 [4] David W. Parsley, Hubert C. Martin, Jr., Switching Capacitor
Interleaved Forward Power Converter, US patent 5,008,795, Apr.
16, 1991.
 [5] D. W. Borst, E.J. Diebold, F.W. Parrish "Voltage Control by
means of Power Thyristors," IEEE Trans. on Industry and General
Applications, Vol. IGA-2, No. 2, pp. 102-103, Mar./Apr. 1966.
Thank
you

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Analysis of double step-down two phase Buck converter

  • 1. ANALYSIS OF DOUBLE STEP-DOWN TWO PHASE BUCK CONVERTER Submitted by SAMPREETH D SUNIL NAVODAYA INSTITUTE OF TECHNOLOGY RAICHUR-584103
  • 2. ABSTRACT  The objective of this presentation is to design DC-DC converter for supplying power to CPU, called as voltage regulator module (VRM).  This converter essentially has double step-down conversion and high efficiency.  Connecting a capacitor to conventional two phase buck converter divides the input source voltage into one half, useful for balancing the inductor currents.
  • 5. Accordingly the energy is stored in the inductor La from this input voltage, and the inductor current iLa rises linearly. The change in the inductor current ∆iLa(ON) is as follows, ∆iLa(ON) = (Ei - Vci – Eo)TON/La............(1)
  • 7. Therefore the inductor current falls linearly. The change in the inductor current ∆iLa(OFF)=(Eo*TOFF)/La……………(2)
  • 9. Accordingly the energy is stored in the inductor Lb from the capacitor Ci, and the inductor current iLb rises linearly. The change in the inductor current ∆iLb(ON)=(Vci-Eo)TON/La………..(3)
  • 10. During the states I, II and IV, the main switch Smb is OFF. The inductor Lb is connected to the capacitor Co The energy stored in the inductor Lb is supplied to the capacitor Co through the switch SRb.
  • 11. Therefore the inductor current falls linearly.  The change in the inductor current is ∆iLb(OFF)=(Eo*TOFF)/Lb……………….(4) The inductor current iLb of the lower side with triangle waveforms is repeated with 180 degree phase shifts with iLa.
  • 12.  In the steady-state, the equations (1) and (2) are equal (Ei- Vci- Eo)ToN - EoToFF =0.............. (5)  Similarly, from the equations (3) and (4) (Vci - Eo)TON - EoToFF = 0.............. ..(6)  From (5) and (6), the capacitor voltage Vci is as Vci=Ei/2………………………………………..(7)
  • 13. From (5) and (7) Eo/Ei=1/2*(TON/(TON+TOFF)) i.e Eo/Ei=D/2…………………..(8)
  • 15. ADVANTAGES  Doubling of step-down conversion(Eo/Ei=D/2).  Reducing switching loss.  Reducing of voltage stress of switching element.  Automatically balancing of inductor currents.
  • 16. REFERENCES  [1] Intel Corp. "Voltage Regulator Module (VRM) and Enterprise Voltage Regulator-Down (EVRD) 10.0".  [2] David W. Parsley, "Dual-Inductor Buck Switching Converter, "US patent 4,713,742, Dec. 1987.  [3] H.C. Martin, "Power Supply Technology for Low Voltage Low Ripple Requirements," US patent 4,618,919, Oct. 1986.  [4] David W. Parsley, Hubert C. Martin, Jr., Switching Capacitor Interleaved Forward Power Converter, US patent 5,008,795, Apr. 16, 1991.  [5] D. W. Borst, E.J. Diebold, F.W. Parrish "Voltage Control by means of Power Thyristors," IEEE Trans. on Industry and General Applications, Vol. IGA-2, No. 2, pp. 102-103, Mar./Apr. 1966.