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A8650 Datasheet(PDF) 23 Page - Allegro MicroSystems

Part # A8650
Description  Low Input Voltage, Adjustable Frequency 2 A Synchronous Buck Regulator with EN/SYNC and Power OK
PDF  31 Pages
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Manufacturer  ALLEGRO [Allegro MicroSystems]
Direct Link  http://www.allegromicro.com
Logo ALLEGRO - Allegro MicroSystems

A8650 Datasheet(HTML) 23 Page - Allegro MicroSystems

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Low Input Voltage, Adjustable Frequency
2 A Synchronous Buck Regulator with EN/SYNC and Power OK
A8650
23
Allegro MicroSystems, LLC
115 Northeast Cutoff
Worcester, Massachusetts 01615-0036 U.S.A.
1.508.853.5000; www.allegromicro.com
typical for a design using ceramic output capacitors). Note, there
is more than 90° of total phase shift because of the double-pole at
half the switching frequency.
Next, consider the feedback resistor divider, (RFB1 and RFB2), the
error amplifier (gm), and the compensation network RZ CZ CP.
It greatly simplifies the transfer function derivation if RO>>RZ,
and CZ >> CP. In most cases, RO > 2 MΩ, 1 kΩ < RZ < 100 kΩ, 
220 pF < CZ < 47 nF, and CP < 50 pF, so the following equations
are very accurate.
The low frequency gain of the control section (GC(0Hz)) is formed
by the feedback resistor divider and the error amplifier. It can be
calculated as:
=
×
×
GC(0Hz)
RFB2
RO
RFB1+RFB2
gm
=
×
×
VFB
RO
VOUT
gm
=
×
VFB
VOUT
AVOL
(24)
where
VOUT is the output voltage,
VFB is the reference voltage (0.8 V),
gm is the error amplifier transconductance (750 µA/V), and
RO is the error amplifier output impedance (AVOL/gm).
The transfer function of the Type-II compensated error amplifier
has a (very) low frequency pole (fP2) dominated by the output
error amplifier output impedance (RO) and the CZ compensation
capacitor:
=
fP2
CZ
RO
×
×
2�
1
(25)
The transfer function of the Type-II compensated error amplifier
also has frequency zero (fZ2) dominated by the RZ resistor and
the CZ capacitor:
=
fZ2
CZ
RZ
×
×
2�
1
(26)
Lastly, the transfer function of the Type-II compensated error
amplifier has a (very) high frequency pole (fP3) dominated by the
RZ resistor and the CP capacitor:
=
fP3
CP
RZ
×
×
2�
1
(27)
A Bode plot of the error amplifier and its compensation net-
work is shown in figure 14, fP2, fP3, and fZ2 are indicated on the
magnitude plot. Notice that the zero (fZ2 at 16 kHz) has been
placed so that it is just above the pole at fP1 previously shown in
the control-to-output Bode plot at 8.8 kHz, figure 13. Placing fZ2
just above fP1 will result in excellent phase margin, but relatively
slow transient recovery time, as will be shown later.
40
20
0
-20
-40
-60
-80
180
90
0
-90
-180
101
107
106
105
104
103
102
Frequency (Hz)
Double Pole at
1 MHz
fP1 = 8.8 kHz
fZ1 = 4 MHz
GCO(0Hz)= 12 dB
40
20
0
-20
-40
60
80
180
135
90
45
0
101
107
106
105
104
103
102
Frequency (Hz)
fZ2 = 16 kHz
fP2 = 45 Hz
fP3 ≈1.1MHz
GC(0Hz) = 58 dB
Figure 13. Control-to-Output Bode plot
Figure 14. Type-II compensated error amplifier Bode plot



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