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TPS54010 Datasheet(PDF) 13 Page - Texas Instruments

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Part # TPS54010
Description  2.2 - 4 -V, 14-A OUTPUT SYNCHRONOUS BUCK PWM SWITCHER WITH INTEGRATED FETs (SWIFT)
PDF  25 Pages
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Manufacturer  TI [Texas Instruments]
Direct Link  http://www.ti.com
Logo TI - Texas Instruments

TPS54010 Datasheet(HTML) 13 Page - Texas Instruments

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C8 +
1
2pR1
ƒ
LC
(20)
ƒ
ESR0 +
1
2pR
ESR
C
OUT
(21)
R2 +
R1
0.891
V
OUT *
0.891
(11)
R5 +
1
2pC8
ƒ
ESR
(22)
ƒ
Z1 +
1
2pR3C6
(12)
ƒ
Z2 +
1
2pR1C8
(13)
C7 +
1
7pR3
ƒ
CO
(23)
ƒ
P1 +
1
2pR5C8
(14)
ƒ
P2 +
1
2pR3C7
(15)
BIAS AND BOOTSTRAP CAPACITORS
ƒ
INT +
1
2pR1C6
(16)
ƒ
INT +
ƒ
CO
V
IN(MAX)
2
(17)
POWER GOOD
C6 +
1
2pR1
ƒ
INT
(18)
R3 +
1
p
C6
ƒ
LC
(19)
TPS54010
SLVS509A – MAY 2004 – REVISED AUGUST 2004
The closed-loop crossover frequency should be
chosen to be greater than fLC and less than one-fifth
of the switching frequency. Also, the crossover fre-
quency should not exceed 150 kHz, as the error
The first pole, fP1 is located to coincide with output
amplifier may not provide the desired gain. For this
filter ESR zero frequency. This frequency is given by:
design, a crossover frequency of 100 kHz was
chosen. This value is chosen for comparatively wide
loop bandwidth while still allowing for adequate phase
boost to insure stability.
where RESR is the equivalent series resistance of the
output capacitor.
Next, calculate the R2 resistor value for the output
voltage of 1.5 V using Equation 11:
In this case, the ESR zero frequency is 88.4 kHz, and
R5 can be calculated from:
For any TPS54010 design, start with an R1 value of
10 k
Ω. R2 is 14.7 kΩ.
The final pole is placed at a frequency above the
closed-loop crossover frequency high enough to not
Now, the values for the compensation components
cause the phase to decrease too much at the
that set the poles and zeros of the compensation
crossover frequency while still providing enough at-
network can be calculated. Assuming that R1 >> than
tenuation so that there is little or no gain at the
R5 and C6 >> C7, the pole and zero locations are
switching frequency. The fP2 pole location for this
given by Equation 12 through Equation 18:
circuit is set to 3.5 times the closed-loop crossover
frequency and the last compensation component
value C7 can be derived:
Note that capacitors are only available in a limited
range of standard values, so the nearest standard
value has been chosen for each capacitor. The
measured closed-loop response for this design is
Additionally, there is a pole at the origin, which has
shown in Figure 5.
unity gain at a frequency:
Every TPS54010 design requires a bootstrap capaci-
This pole is used to set the overall gain of the
tor, C3, and a bias capacitor, C4. The bootstrap
compensated error amplifier and determines the
capacitor must be a 0.1 µF. The bootstrap capacitor
closed-loop crossover frequency. Because R1 is
is located between the PH pins and BOOT. The bias
given as 1 k
Ω and the crossover frequency is
capacitor is connected between the VBIAS pin and
selected as 100 kHz, the desired fINT can be calcu-
AGND. The value should be 1.0 µF. Both capacitors
lated from Equation 17:
should be high-quality ceramic types with X7R or
X5R grade dielectric for temperature stability. They
should be placed as close to the device connection
pins as possible.
And the value for C6 is given by Equation 18:
The TPS54010 is provided with a power-good output
pin PWRGD. This output is an open-drain output and
is intended to be pulled up to a 3.3-V or 5-V logic
The first zero, fZ1 is located at one-half the output
supply. A 10-k
Ω pullup works well in this application.
filter LC corner frequency; so, R3 can be calculated
from:
The second zero, fZ2 is located at the output filter LC
corner frequency; so, C8 can be calculated from:
13



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