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LTC4366 Datasheet(PDF) 14 Page - Analog Devices

Part # LTC4366
Description  65V Dual Electronic Circuit Breaker with Current Monitors
PDF  22 Pages
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Manufacturer  AD [Analog Devices]
Direct Link  http://www.analog.com
Logo AD - Analog Devices

LTC4366 Datasheet(HTML) 14 Page - Analog Devices

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LTC4249
14
Rev. 0
For more information www.analog.com
• RM: the IMON sense and overcurrent setpoint resistor
(10kΩ)
• CF: the feedback capacitance used to provide a stable
loop (330pF)
• RG: resistance to limit op amp overshoot due to PA
input capacitance (100Ω)
• CG: PA input capacitance (150pF)
VM
IN
28V
M1
RG
CG
VC
COUT
RM
10k
CF
RON
IOUT
LTC4249
RF_PA
VG
VO
4249 F11
+
–
GM
Figure 11. PA Servo Loop Components
It is important to understand how the loop components
affect stability and the closed loop response IOUT/VC.
The LTC4249 current monitor GM and RM components
may be converted to a Thevenin equivalent. CF is tem-
porarily removed for analysis. GMPA is the PA transcon-
ductance. The loop is transformed to a block diagram
equivalent in Figure 12, where A(s) is the op amp open
loop transfer function and the canonical G(s) and H(s)
blocks are outlined.
A(s)
1
(s • RG • CG + 1)
GMPA
VC
RON
(s • RON • COUT + 1)
IOUT
GM • RM
VG
VO
VM
G(s)
H(s)
4249 F12
+
–
Figure 12. Servo Loop Block Diagram without CF
Figure 13 shows the magnitude and phase of the uncom-
pensated loop gain G(s)H(s). It is easy to see inadequate
phase margin (~0°) at the crossover frequency. The
region near crossover consists of multiple deleterious
poles including contributions from RON • COUT, RG • CG
and high frequency op amp poles.
CROSSOVER
LOOP GAIN
PHASE
FREQUENCY (Hz)
100
1k
10k
100k
1M
10M
–20
0
20
40
60
80
–180
–135
–90
–45
0
4249 F13
Figure 13. Uncompensated Loop Gain and Phase
Crossing the system over at a lower frequency can help
achieve loop stability. This is easily done by adding feed-
back elements around the op amp. If we add a generalized
feedback impedance ZF around the op amp, the loop can
be stabilized and sensitivity to the op amp transfer func-
tion can be eliminated. Figure 14 shows the block diagram
with ZF added.
1
(s • RG • CG + 1)
GMPA
VC
RON
(s • RON • COUT + 1)
IOUT
GM • (RM || ZF)
VG
VO
VM
G(s)
H(s)
4249 F14
+
–
RM + ZF
RM
Figure 14. Servo Loop Block Diagram with
Generalized Impedance ZF around Op Amp
With ZF = 1/sCF, the crossover frequency is lower
(~10kHz) and phase margin improves to almost 90° as
APPLICATIONS INFORMATION



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