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RT8884B
25
DS8884B-01 September 2013
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Copyright 2013 Richtek Technology Corporation. All rights reserved. is a registered trademark of Richtek Technology Corporation.
Load-Line (Droop) Setting
The G-NAVP
TM
topology can set load-line (droop) via the
current loop and the voltage loop, the load-line is a slope
between load current I
CC
and output voltage V
CORE
as
shown in Figure 6. Figure 7 shows the voltage control and
current loop. By using both loops, the load-line (droop)
can easily be set. The load-line set equation is :
EQ
CS
I
LL
V
1 DCR
R
2 R
A
R =
=
(m )
R2
A
R1
×
×
Ω
Figure 6. Load-Line (Droop)
Figure 7. Voltage Loop and Current Loop
Compensator Design
The compensator of RT8884B doesn
'
t need a complex
type II or type III compensator to optimize control loop
performance. It can adopt a simple type I compensator
(one pole, one zero) in G-NAVP
TM
topology to achieve
constant output impedance design for Intel VR12.5 ACLL
specification. The one pole one zero compensator is
shown as Figure 8, the transfer function of compensator
should be designed as the following transfer function to
achieve constant output impedance, i.e. Zo(s) = load-line
slope in the entire frequency range :
I
CON
LL
ESR
s
1 +
A
fsw
G
(s)
s
R
1 +
×
≈
×
π
ω
Figure 5. Total Current Sense Method
+
-
R2
R1
VID
C
R
L
DCR
I
L1.2.3.4
+
-
ISEN[1:4]N
ISEN[1:4]P
R
CS
I
SEN1N
+ I
SEN2N
+
I
SEN3N
+ I
SEN4N
+
-
1/2
+
-
Voltage Loop
TON Generator
R
EQ
IMON
R
NTC
V
REF
V
CORE
I
CC
V
CORE
Load-line slope = -R
LL
R
LL
x I
CC
V
CORE
ISEN1P
ISEN1N
L
DCR
R
C
+
-
R
CS
I
L1
I
SEN1N
ISEN2P
ISEN2N
L
DCR
R
C
+
-
R
CS
I
L2
I
SEN2N
ISEN3P
ISEN3N
L
DCR
R
C
+
-
R
CS
I
L3
I
SEN3N
ISEN4P
ISEN4N
L
DCR
R
C
+
-
R
CS
I
L4
I
SEN4N
V
REF
IMON
R
NTC
R
EQ