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TPS610333 Datasheet(PDF) 17 Page - Texas Instruments

Part # TPS610333
Description  TPS61033 5.5-V 5.5-A 2.4-MHz Fully-Integrated Synchronous Boost Converter
PDF  28 Pages
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Manufacturer  TI [Texas Instruments]
Direct Link  http://www.ti.com
Logo TI - Texas Instruments

TPS610333 Datasheet(HTML) 17 Page - Texas Instruments

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OUT
REF
V
R1
1
R2
V
§
·
u
¨
¸
©
¹
(5)
where
• VOUT is the regulated output voltage
• VREF is the internal reference voltage at the FB pin
For the best accuracy, should be kept R2 smaller than 300 kΩ to ensure the current flowing through R2 is
at least 100 times larger than the FB pin leakage current. Changing R2 towards a lower value increases the
immunity against noise injection. Changing the R2 towards a higher value reduces the quiescent current for
achieving highest efficiency at low load currents.
9.2.2.2 Inductor Selection
Because the selection of the inductor affects steady-state operation, transient behavior, and loop stability.
The inductor is the most important component in power regulator design. There are three important inductor
specifications, inductor value, saturation current, and dc resistance (DCR).
The TPS61033 is designed to work with inductor values between 0.37 µH and 2.9 µH. Follow Equation 6 to
Equation 8 to calculate the inductor peak current for the application. To calculate the current in the worst case,
use the minimum input voltage, maximum output voltage, and maximum load current of the application. To have
enough design margins, choose the inductor value with –30% tolerances, and low power-conversion efficiency
for the calculation.
In a boost regulator, the inductor dc current can be calculated by Equation 6.
OUT
OUT
L DC
IN
V
I
I
V
u
u K
(6)
where
• VOUT is the output voltage of the boost converter
• IOUT is the output current of the boost converter
• VIN is the input voltage of the boost converter
• η is the power conversion efficiency, use 90% for most applications
The inductor ripple current is calculated by Equation 7.
IN
L P P
SW
V
D
I
L
f
u
'
u
(7)
where
• D is the duty cycle, which can be calculated by Equation 3
• L is the inductance value of the inductor
• fSW is the switching frequency
• VIN is the input voltage of the boost converter
Therefore, the inductor peak current is calculated by Equation 8.
L P P
L P
L DC
I
I
I
2
'
(8)
Normally, it is advisable to work with an inductor peak-to-peak current of less than 40% of the average inductor
current for maximum output current. A smaller ripple from a larger valued inductor reduces the magnetic
hysteresis losses in the inductor and EMI. But in the same way, load transient response time is increased. The
www.ti.com
TPS61033
SLVSGI6 – OCTOBER 2022
Copyright © 2022 Texas Instruments Incorporated
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