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FP6329ASOGTR Datasheet(PDF) 12 Page - Fitipower Integrated Technology Inc.

Part # FP6329ASOGTR
Description  Synchronous Buck PWM DC-DC Controller
PDF  16 Pages
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Manufacturer  FITIPOWER [Fitipower Integrated Technology Inc.]
Direct Link  http://www.fitipower.com/en_US/index.asp
Logo FITIPOWER - Fitipower Integrated Technology Inc.

FP6329ASOGTR Datasheet(HTML) 12 Page - Fitipower Integrated Technology Inc.

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FP6329/A/B-1.0-APR-2010
FP6329/A
85T
fitipower integrated technology lnc.
Application Information (Continued)
Compensation the Converter
The
FP6329/A
single-phase
converter
is
a
voltage-mode controller.
The design consideration
for a voltage-mode controller requires external
compensation.
Proper compensation of the system
will allow for a calculable bandwidth.
In most case,
a Type Ⅲ compensation network is recommended.
The target of the compensation network is to provide
the closed loop transfer function with 0dB crossing
frequency and sufficient phase margin (greater than
45°).
The buck converter is composed of three basic
blocks as Figure24 shown: modulator, output filter,
and
compensation
network.
Figure26
is
the
voltage-mode
control
loop
with
Type
compensation
for
synchronous
rectified
buck
converter.
Modulator
Output
Filter
Compensation
Netw ork
Output
+
-
Reference
Figure24. Basic structure of the buck converte
r
Figure25. Voltage-mode buck converter compensation
The error amplifier output is compared with the
oscillator triangle wave to provide a PWM wave.
The gain of modulator is input voltage divided by the
ramp amplitude.
OSC
IN
MODULAT OR
V
V
GAIN
OSC
IN
MODULATOR
V
V
log
20
)
dB
(
GAIN
The output filter includes the inductor and the output
capacitance.
Remember that do not ignore the
DCR of the inductor and the ESR of output
capacitor.
The transfer function for the output filter
shows a double pole break frequency at FLC of LC
filter and a zero at FESR of Co and ESR.
O
2
O
O
FILTER
C
L
S
C
)
DCR
ESR
(
S
1
ESR
C
S
1
GAIN
Output filter break frequency equation
O
LC
C
L
2
1
F
,
ESR
C
2
1
F
O
ESR
The open loop small-signal transfer function is
dominated by a DC gain and developed by the
double pole at FLC and a zero at FESR. Figure26
represents the Bode plot of the open loop system
gain.
The system has different double pole and
zero frequency.
The phase will decline a sharp
slope at the double pole for system with very low
DCR and ESR parameters.
System will more
difficult to compensate while the phase needs an
extra boost to provide required phase margin for
stability.
O
2
O
O
OSC
IN
FILT ER
MODULAT OR
OPENLOOP
C
L
S
C
)
DCR
ESR
(
S
1
ESR
C
S
1
V
V
GAIN
GAIN
GAIN



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