参数资料
型号: TPS54233DG4
厂商: TEXAS INSTRUMENTS INC
元件分类: 稳压器
英文描述: 2 A SWITCHING REGULATOR, 390 kHz SWITCHING FREQ-MAX, PDSO8
封装: GREEN, PLASTIC, MS-012AA, SOIC-8
文件页数: 6/25页
文件大小: 789K
代理商: TPS54233DG4
ggm
REF
DC
O
V
G
=
V
(
)
PO
OO
Z
V
= 1/ 2
R
C
p
(
)
Z1
Z
F
= 1/ 2
R
C
p
(
)
P1
Z
P
F
= 1/ 2
R
C
p
O
SENSE
ESR
R
Gain = 20 log
20 log
R
-
÷
÷
è
è
(
)
(
)
CO
ESR
O
CO
O
PL =
tan 2
F
R
C
tan 2
F
R
C
a
p
-
(
)
90 deg
PB =
PM
PL
-
÷
è
+
=
deg
45
2
tan
PB
k
F
CO
Z
=
1
SLUS859B
– OCTOBER 2008 – REVISED FEBRUARY 2011
The dc gain is determined by Equation 15:
(15)
Where:
Vggm = 800
VREF = 0.8 V
The low-frequency pole is determined by Equation 16:
(16)
The mid-frequency zero is determined by Equation 17:
(17)
And, the mid-frequency pole is given by Equation 18:
(18)
The first step is to choose the closed loop crossover frequency. In general, the closed-loop crossover frequency
should be less than 1/8 of the minimum operating frequency, but for the TPS54233it is recommended that the
maximum closed loop crossover frequency be not greater than 25 kHz. Next, the required gain and phase boost
of the crossover network needs to be calculated. By definition, the gain of the compensation network must be the
inverse of the gain of the modulator and output filter. For this design example, where the ESR zero is less than
the closed loop crossover frequency, the gain of the modulator and output filter can be approximated by
(19)
Where:
RSENSE = 1/9
RO = VO/IO
RESR = Equivalent series resistance of the output capacitor
The phase loss is given by Equation 20:
(20)
Where:
RESR = Equivalent series resistance of the output capacitor
RO = VO/IO
Now that the phase loss is known the required amount of phase boost to meet the phase margin requirement
can be determined. The required phase boost is given by Equation 21:
(21)
Where PM = the desired phase margin.
A zero / pole pair of the compensation network will be placed symmetrically around the intended closed loop
frequency to provide maximum phase boost at the crossover point. The amount of separation can be determined
by Equation 22 and the resultant zero and pole frequencies are given by Equation 23 and Equation 24
(22)
(23)
14
2008–2011, Texas Instruments Incorporated
Product Folder Link(s): TPS54233
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