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FQPF13N50C Datasheet(PDF) 7 Page - Fairchild Semiconductor

Part # FQPF13N50C
Description  PFCPWM Combination Controller
Download  17 Pages
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Manufacturer  FAIRCHILD [Fairchild Semiconductor]
Direct Link  http://www.fairchildsemi.com
Logo FAIRCHILD - Fairchild Semiconductor

FQPF13N50C Datasheet(HTML) 7 Page - Fairchild Semiconductor

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AN-8027
© 2009 Fairchild Semiconductor Corporation
www.fairchildsemi.com
Rev. 1.0.0 • 8/26/09
7
To properly attenuate the twice line frequency ripple in
VRMS, it is typical to set the poles around 10~20Hz.
The resistor RIAC should be large enough to prevent
saturation of the gain modulator as:
.
2
159
MAX
LINE BO
IAC
V
GA
R
μ
⋅<
(17)
where VLINE.BO is the brownout protection line voltage,
GMAX is the maximum modulator gain when VRMS is 1.08V
(which can be found in the datasheet), and 159µA is the
maximum output current of the gain modulator.
(Design Example)
The brownout protection threshold is
1.05V (VRMS-UVL) and 1.9V (VRMS-UVH), respectively.
Then, the scaling down factor of the voltage divider is:
3
12
3
.
22
1.05
0.0162
72 22
RMS
RMS UVL
RMS
RMS
RMS
LINE BO
RV
RR
R
V
π
π
=⋅
++
=⋅
=
Then the startup of the PFC stage at the minimum line
voltage is checked as:
.3
12
3
2
85
2 0.0162 1.95 1.9
LINE MIN
RMS
RMS
RMS
RMS
VR
V
RR
R
=⋅
=
>
++
The resistors of the voltage divider network are selected
as RRMS1=2MΩ, RRMS1=200kΩ, and RRMS1=36kΩ.
To place the poles of the low pass filter at 15Hz and
22Hz, the capacitors are obtained as:
1
3
12
11
53
2
2 15 200 10
RMS
PRMS
CnF
fR
ππ
==
=
⋅⋅
⋅ ⋅
×
2
3
23
11
200
2
2
22 36 10
RMS
PRMS
CnF
fR
ππ
≅=
=
⋅⋅
⋅ ×
The condition for Resistor RIAC is:
.
66
2
272 9
5.8
159 10
159 10
MAX
LINE BO
IAC
V
R
GM
−−
⋅⋅
>⋅
=
=
Ω
××
Therefore, 6M
Ω resistor is selected for RIAC.
[STEP-4] PFC Inductor Design
The duty cycle of boost switch at the peak of line voltage is
given as:
2
BOUT
LINE
LP
BOUT
VV
D
V
=
(18)
Then, the maximum current ripple of the boost inductor at
the peak of line voltage for low line is given as:
.
22
1
LINE MIN
BOUT
LINE
L
BOOST
BOUT
SW
VV
V
I
L
Vf
Δ=
(19)
The average of boost inductor current over one switching
cycle at the peak of the line voltage for low line is given as:
.
.
2
OUT
LAVG
LINE MIN
P
I
V
η
=
(20)
Therefore,
with
a
given
current
ripple
factor
(KRB=ΔIL/ILAVG), the boost inductor value is obtained as:
2
.
2
1
LINE MIN
BOUT
LINE
BOOST
RB
OUT
BOUT
SW
VV
V
L
K
PV
f
η
⋅−
=⋅
(21)
The maximum current of boost inductor is given as:
.
.
2
(1
)
(1
)
22
PK
OUT
RB
RB
LL AVG
LINE MIN
P
KK
II
V
η
=⋅ +
=
⋅ +
(22)
(Design
Example)
With
the
ripple
current
specification (40%), the boost inductor is obtained as:
2
.
23
2
1
85 0.82 387
2 85 10
524
0.4 300
387
65
LINE MIN
BOUT
LINE
BOOST
RB
OUT
BOUT
SW
VV
V
L
KP
V
f
H
η
μ
⋅−
=⋅
⋅−
=⋅
=
The average of boost inductor current over one
switching cycle at the peak of the line voltage for low
line is obtained as:
.
.
2
2 300
6.09
85 0.82
OUT
LAVG
LINE MIN
P
I
A
V
η
==
=
⋅⋅
The maximum current of the boost inductor is given as:
.
2
(1
)
2
2 300
0.4
(1
) 7.31
85 0.82
2
PK
OUT
RB
L
LINE MIN
PK
I
V
A
η
=⋅ +
=⋅ +
=
[STEP-5] PFC Output Capacitor Selection
The output voltage ripple should be considered when
selecting the PFC output capacitor. Figure 14 shows the
twice line frequency ripple on the output voltage. With a
given specification of output ripple, the condition for the
output capacitor is obtained as:
,
2
BOUT
BOUT
LINE
BOUT RIPPLE
I
C
fV
π
>
⋅⋅
(23)
where IBOUT is nominal output current of boost PFC stage
and VBOUT,RIPPLE is the peak-to-peak output voltage ripple
specification.
The hold-up time also should be considered when
determining the output capacitor as:
22
,
BOUT
HOLD
BOUT
BOUT
BOUT MIN
Pt
C
VV
>
(24)
where PBOUT is nominal output power of boost PFC stage,
tHOLD is the required holdup time, and VBOUT,MIN is the
allowable minimum PFC output voltage during hold-up time.


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