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參數資料
型號: TPS51511RHLT
廠商: TEXAS INSTRUMENTS INC
元件分類: 穩壓器
英文描述: SWITCHING CONTROLLER, 350 kHz SWITCHING FREQ-MAX, PQCC20
封裝: ROHS COMPLIANT, PLASTIC, QFN-20
文件頁數: 8/29頁
文件大?。?/td> 1019K
代理商: TPS51511RHLT
www.ti.com
Advanced PGOOD Mask
APPLICATION INFORMATION
LOOP COMPENSATION AND EXTERNAL PARTS SELECTION
Current Mode Operation
VoltageDivider
R1
R2
Gm=300 S
m
Filter
0.75V
COMP
Rc
Cc
Cc2
Ro=75M
Error Amplifier
SwitchingModulator
Ref
PWM
Control
Logic
and
Driver
VOSW
VIN
DRVH
DRVL
CS
PGND
Lx
RL
CO
RS
ESR
SLVS735A – FEBRUARY 2007 – REVISED APRIL 2007
Table 1. OD and ODOFF Functions
ENLDO
ENSW
ODOFF(1)
OD(2)
Applications(3)
> 1.25 V
Off
D
0.716 V < ODOFF < 1.25 V and lasts longer than 45
s
Off
D&G
Hi
X
0.716 V < ODOFF < 1.25 V and lasts less than 45
s
Keep State
G
0.678 V < ODOFF < 0.716 V
Keep State
G
< 0.678 V
On
D&G
> 1.25 V
Off
D
Lo
Hi
< 1.25 V
On
D&G
Lo
X
On
G
(1)
All voltages are typical values.
(2)
"Keep state" means no state change with previous state, “On” means open drain MOSFET is turned on and OD is connected to ground
through this MOSFET. “Off” means open drain MOSFET off.
(3)
“D” stands for dynamic voltage change “G” stands for LDO PGOOD .
The advanced PGOOD mask feature allows the switcher to dynamically change the output voltage while
maintaining the PGOOD and OVP functions during the transition.
During the dynamic voltage change, if the output voltage is lower than 1.36 V (typ) the high-end PGOOD
comparator and OVP comparator is masked. If the output voltage is set equal to or higher than 1.36 V (typ), the
blanking circuit is disabled, and the high-end PGOOD threshold is set to 110%, and the OVP threshold is set to
115% of the output-voltage setting . When dynamic voltage change is implemented, a 1-nF ceramic capacitor
must be added in parallel with the top resistor of the voltage divider as shown in Figure 27.
A buck converter using TPS51511 current mode operation can be partitioned into three portions, a voltage
divider, an error amplifier and a switching modulator. By linearizing the switching modulator, we can derive the
transfer function of the whole system. Since the current-mode scheme directly controls the inductor current, the
modulator can be linearized as shown in Figure 25.
Figure 25. Simplified Current-Mode Functional Blocks
In this representation, the inductor is located inside the local feedback loop, and its inductance does not appear
in the small-signal model. As a result, a modulated current source including the power inductor can be modeled
16
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相關代理商/技術參數
參數描述
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