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AN-6027 Datasheet(PDF) 6 Page - Fairchild Semiconductor

Part # AN-6027
Description  Design of Power Factor Correction Circuit
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Manufacturer  FAIRCHILD [Fairchild Semiconductor]
Direct Link  http://www.fairchildsemi.com
Logo FAIRCHILD - Fairchild Semiconductor

AN-6027 Datasheet(HTML) 6 Page - Fairchild Semiconductor

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AN6027
APPLICATION NOTE
© 2006 Fairchild Semiconductor Corporation
www.fairchildsemi.com
Rev. 1.0.
3 1/11/07
6
leading current, which causes phase difference between the
line current and the line voltage. The phase difference
increases as the capacitance of the input capacitor increases.
Therefore, the input capacitor must be smaller than Cin(max)
calculated by Equation 12. Cin(max) is the sum of all the
capacitors connected at the input side.
Figure 11. Input Voltage and Current Displacement Due to
Input Filter Capacitance
4) Output Capacitor Design
The output capacitor is selected by the relationship between
the input and output power. As shown in Figure 13, the min-
imum output capacitance is determined by Equation 14.
Figure 12. PFC Configuration
Figure 13. Diode Current and Output Voltage Waveform
5) MOSFET and Diode Selection
The maximum MOSFET RMS current is obtained by Equa-
tion 15 and the conduction loss of the MOSFET is calculated
by Equation 16. When MOSFET turns on, the MOSFET cur-
rent rises from zero, so the turn-on loss is negligible. The
MOSFET turn-off loss and the MOSFET discharge loss are
obtained by Equations 17 and 18, respectively. The switch-
ing frequency of the critical conduction mode boost PFC
converter varies according to the line and load conditions.
() cos(
)
(9)
a
A
in peak
VV
V
t
ω
==
()
cos( )
cos( )
sin( )
(10)
aa
A
a
c
a
in
in peak
iI
t
ii
i
I
t
C
V
t
ω
ωω
ω
=
=+
=
− ⋅
()
()
()
1
1
(max)
()
1
2
(_ max)
tan
(11)
tan cos (
)
2
tan cos (
)
(12)
in
in peak
a
a
in
in peak
oo
in peak
CV
I
I
CIDF
V
VI
IDF
V
ω
θ
ω
ω
⋅⋅
⎛⎞
=
⎜⎟
⎜⎟
⎝⎠
=
⋅⋅
=
PFC
Circuit
+
+
Input Filter
Re
Im
θ
V
A
i
A
i
a
i
C
V
A
V
a
i
C
i
a
L
in
C
in
i
A
PFC
+
+
I
IN
I
D
I
O
V
IN
C
O
V
O
()
()
()
=⋅
⋅ −
=
=−
=⋅ −
()
()
()
()
1cos(2 )
1cos(2 )
1 cos(2 )
(13)
in
in rms
in rms
D o
in rms
in rms
D
o
o
PI
V
t
I V
IV
It
V
It
ω
ω
ω
D(avg)
O
I
= I (1- cos(2ωt))
O
O
O
I
Δ
V=
ω
C
V
O
I
O
(max)
(min)
(max)
(14)
2
o
o
ac
o
I
C
fV
π
⋅⋅ Δ


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