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LTC3127 Folha de dados(PDF) 10 Page - Linear Technology

Nome de Peças LTC3127
Descrição Electrónicos  1A Buck-Boost DC/DC Converter with Programmable Input Current Limit
PDF  20 Pages
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Fabricante Electrônico  LINER [Linear Technology]
Página de início  http://www.linear.com
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LTC3127 Folha de dados(HTML) 10 Page - Linear Technology

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LTC3127
0
3127f
This causes poles and zeros to occur at the following
locations:
fPOLE2 @ DC
f
R
C
f
R
C
POLE
A
ZERO
A
3
2
1
2
2
1
2
1
=
• •
=
• •
π
π
The poles and zeros of the compensation should be deter-
mined by looking at where fPOLE1 lands at the minimum
load where the LTC3127 will be continuously conducting,
which places the dominant pole at its lowest frequency.
After setting the poles and zeros for the compensation, the
phase margin of the system should be greater than 45°
and the gain margin should be greater than 3dB. Following
these two criteria will help to ensure stability.
Current Limit Operation
The buck-boost converter has two current limit circuits.
The primary current limit is an average input current
limit circuit that clamps the output of the outer voltage
loop. This limits the amount of input current that can be
commanded, and the inner current loop regulates to that
clamped value.
operaTion
1.195V
SGND
PWM
C1
C2
R2
R1
RA
LTC3127
VOUT
COUT
VC
VOUT
FB
3127 F02
MEASURED
INPUT CURRENT
+
Figure 2. Buck-Boost External Compensation
Integral compensation is required if an output capacitor
less than 1000µF but greater than 44µF is used, otherwise
using proportional compensation is recommended.
When compensating the converter with integral compen-
sation it is important to consider that the total bandwidth
of the network must be below 15kHz. The inner current
loop of the LTC3127 eliminates one of the double poles
caused by the inductor. The output capacitor causes a
dominant pole and also a zero, and the resistor divider
sets the gain.
G
R
R
f
R
C
f
DC
POLE
LOAD
OUT
ZERO
= +
=
• •
=
1
2
1
1
2
1
2
1
1
π
π ••
R
C
ESR
OUT
Using the compensation network show in Figure 2, the
voltage loop compensation can be approximated with the
following transfer function:
H
s
g
C R
s
s C C R
s C
C
COMP
m
A
A
( )
(
)
(
)
=
• +
• +
+
1
1
1 2
1
2
where gm = 150 • 10–6



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