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AP3984 Datasheet(PDF) 8 Page - Diodes Incorporated

Part # AP3984
Description  PRIMARY SIDE POWER SWITCHER FOR OFF-LINE SMPS
PDF  15 Pages
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Manufacturer  DIODES [Diodes Incorporated]
Direct Link  http://www.diodes.com
Logo DIODES - Diodes Incorporated

AP3984 Datasheet(HTML) 8 Page - Diodes Incorporated

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AP3984
Document number: DS37655 Rev. 3 - 2
8 of 15
www.diodes.com
December 2016
© Diodes Incorporated
AP3984
Operation Description (Cont.)
Multiple Segment Peak Current
As to the original PFM PSR system, the switching frequency decreases with decreasing of output current, which will encounter audible noise
issue since switching frequency decreases to audio frequency range about less than 20kHz.
In order to avoid audible noise issue, AP3984 uses 3-segment primary peak current control method at constant voltage (CV) mode, the current
sense threshold voltage is multiple segments with different loading, as shown in Figure 5, which are VCS_H for high load, varied VCS_M for
medium load and VCS_L for light load. In no load and ultra light load condition (NL mode), the current reference is also VCS_L. But the operation in
NL mode is different, which will be described in next section.
It can be seen from the following figure that with multiple segment peak current control, AP3984 power system can keep switching frequency
above 24kHz from light load to heavy load and guarantee the audible noise free performance.
fSW
VCS
IO/IOMAX
100%
45%
7%
50/55/60KHz
22.5/24.7/27KHz
1/2.5*VCSMAX
VCSMAX
FM
AM
FM
Figure 5. Segment Peak Current and Operating Frequency at CV Mode
Amplitude Modulation (AM)
The power transferring from the input to the output is given by:
SW
PK
M
f
I
L
P
2
2
1
………………… (10)
O
O
O
SW
PK
P
I
V
P
f
I
L
2
2
1
………(11)
Where, fSW is the switching frequency, η is the transferring efficiency.
In AP3984, the high load mode and light load mode adopt the frequency modulation (FM), and the medium load mode uses the amplitude
modulation (AM).
During AM, the frequency is fixed, VCS_M is varied. Below is the analysis of VCS_M.
We can get the square root equation from the following equation:
O
O
SW
CS
CS
P
SW
PK
P
I
V
f
R
V
L
f
I
L


2
2
2
1
2
1
……(12)
So,
SW
p
O
O
CS
CS
f
L
I
V
R
V
2
2
………………………………… (13)



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