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AN3027 датащи(PDF) 11 Page - STMicroelectronics

номер детали AN3027
подробное описание детали  How to design a transition-mode PFC pre-regulator
PDF  41 Pages
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производитель  STMICROELECTRONICS [STMicroelectronics]
домашняя страница  http://www.st.com
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AN3027
Designing a TM PFC
Doc ID 16134 Rev 4
11/41
3.3.2
Input capacitor
The input high-frequency filter capacitor (Cin) has to attenuate the switching noise due to the
high-frequency inductor current ripple (twice the average line current,
Figure 3).
The worst conditions occur on the peak of the minimum rated input voltage. The maximum
high-frequency voltage ripple across Cin is usually imposed between 5% and 20% of the
minimum rated input voltage. This is expressed by a coefficient r (= 0.05, 0.2) as an input
design parameter:
Equation 12
In real conditions the input capacitance is designed to take the EMI filter into account and to
have a tolerance on the component of about 5% -10% (typ. for polyester capacitors).
A commercial capacitor of Cin = 0.47 µF has been selected. Of course a bigger capacitor
benefits the EMI but hurts the THD, especially at high mains. Therefore a compromise must
be found between these two parameters. A good quality film capacitor for this component
must be selected in order to have an effective filter.
3.3.3
Output capacitor
The selection of the output bulk capacitor (Co) depends on the DC output voltage
(4), the
allowed maximum output voltage
(7) and the converter output power (3).
The 100/120 Hz (twice the mains frequency) voltage ripple (
∆Vout = peak-to-peak ripple
value) is a function of the capacitor impedance and the peak capacitor current:
Equation 13
With a low ESR capacitor the capacitive reactance is dominant, therefore:
Equation 14
∆Vout is usually selected in the range of 1.5% of the output voltage. Although ESR usually
does not affect the output ripple, it should be taken into account for calculating the power
losses. The total RMS capacitor ripple current, including mains frequency and switching
frequency components, is:
Equation 15
●
Ripple voltage coefficient (%):
(13)
15
.
0
r
=
min
min
sw
in
in
VAC
r
f
2
I
C
⋅
⋅
⋅
π
=
F
359
.
0
Vac
90
15
.
0
kHz
40
2
A
19
.
1
C
in
µ
=
⋅
⋅
⋅
π
=
2
2
O
l
out
out
ESR
)
C
f
2
2
(
1
I
2
V
+
⋅
⋅
π
⋅
⋅
=
∆
out
out
MAINS
out
out
l
out
O
V
V
f
2
P
V
f
2
I
C
∆
⋅
⋅
⋅
π
=
∆
⋅
⋅
π
≥
F
5
.
42
V
20
V
400
Hz
47
2
W
100
C
O
µ
=
⋅
⋅
⋅
π
≥
2
out
rms
2
Crms
I
ID
I
−
=
() (
)
A
67
.
0
A
25
.
0
A
72
.
0
I
2
2
Crms
=
−
=



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