Datasheet
Table Of Contents
- 1 Features
- 2 Applications
- 3 Description
- 4 Simplified Schematic
- Table of Contents
- 5 Revision History
- 6 Pin Configuration and Functions
- 7 Specifications
- 8 Parameteric Measurement Information
- 9 Detailed Description
- 10 Application and Implementation
- 11 Power Supply Recommendations
- 12 Layout
- 13 Device and Documentation Support
- 14 Mechanical, Packaging, and Orderable Information

V V
OUT OUT
x 1 -
η V x η
IN
I = I +
L
OUT
2 x x Lf
æ ö
ç ÷
ç ÷
è ø
ΔI
L
I = I +
L
OUT
2
TPS62090
,
TPS62091
,
TPS62092
,
TPS62093
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SLVSAW2B –MARCH 2012–REVISED APRIL 2014
Table 2. Output Filter Selection (1.4 MHz Operation, FREQ = V
IN
)
OUTPUT CAPACITOR VALUE [µF]
(2)
INDUCTOR VALUE [µH]
(1)
10 22 47 100 150
0.47 √ √ √ √
1.0 √ √
(3)
√ √ √
2.2 √ √ √ √ √
3.3
(1) Inductor tolerance and current de-rating is anticipated. The effective inductance can vary by +20% and
–30%.
(2) Capacitance tolerance and bias voltage de-rating is anticipated. The effective capacitance can vary by
+20% and –50%.
(3) Typical application configuration. Other check mark indicates alternative filter combinations
10.2.2.1 Inductor Selection
The inductor selection is affected by several parameter like inductor ripple current, output voltage ripple,
transition point into Power Save Mode, and efficiency. See Table 3 for typical inductors.
Table 3. Inductor Selection
INDUCTOR VALUE COMPONENT SUPPLIER SIZE (LxWxH mm) Isat/DCR
0.6 µH Coilcraft XAL4012-601 4 x 4 x 2.1 7.1A/9.5 mΩ
1 µH Coilcraft XAL4020-102 4 x 4 x 2.1 5.9A/13.2 mΩ
1 µH Coilcraft XFL4020-102 4 x 4 x 2.1 5.1 A/10.8 mΩ
0.47 µH TOKO DFE252012 R47 2.5 x 2 x 1.2 3.7A/39 mΩ
1 µH TOKO DFE252012 1R0 2.5 x 2 x 1.2 3.0A/59 mΩ
0.68 µH TOKO DFE322512 R68 3.2 x 2.5 x 1.2 3.5A/37 mΩ
1 µH TOKO DFE322512 1R0 3.2 x 2.5 x 1.2 3.1A/45 mΩ
In addition, the inductor has to be rated for the appropriate saturation current and DC resistance (DCR). The
inductor needs to be rated for a saturation current as high as the typical switch current limit, of 4.6 A or according
to Equation 8 and Equation 9. Equation 8 and Equation 9 calculate the maximum inductor current under static
load conditions. The formula takes the converter efficiency into account. The converter efficiency can be taken
from the data sheet graph`s or 80% can be used as a conservative approach. The calculation must be done for
the maximum input voltage where the peak switch current is highest.
(8)
(9)
where
ƒ = Converter switching frequency (typical 2.8 MHz or 1.4 MHz)
L = Selected inductor value
η = Estimated converter efficiency (use the number from the efficiency curves or 0.80 as an conservative
assumption)
Note: The calculation must be done for the maximum input voltage of the application
Calculating the maximum inductor current using the actual operating conditions gives the minimum saturation
current. A margin of 20% needs to be added to cover for load transients during operation.
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