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LM3554TMX/NOPB датащи(PDF) 31 Page - Texas Instruments

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номер детали LM3554TMX/NOPB
подробное описание детали  Synchronous Boost Converter
PDF  47 Pages
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LM3554TMX/NOPB датащи(HTML) 31 Page - Texas Instruments

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R3 is then:
.
:
k
=
071
9
V
1
(
)
:
V
- 1
V
5
.
2
x
k
047
.
6
=
047
.
6
:
k
(T
R
)
x
:
=
k
100
e
-
+
298
1
273
93
1
E
»
¼
º
(
)
TRIP
- V
BIAS
V
)
TRIP
(
T
R
TRIP
V
=
3
R
e
x
( )
C
25
R
=
T
R
°
298
1
273
+
C
°
T
1
E
-
¹
·
©
§
PEAK
I
LOAD
I
=
K
x
L
I
+ '
where
L =
I
'
IN x
V
(
)
IN
OUT - V
V
OUT
SW
V
x
L
x
f
x
2
IN
OUT
V
V
31
LM3554
www.ti.com
SNVS549C – JUNE 2009 – REVISED FEBRUARY 2016
Product Folder Links: LM3554
Submit Documentation Feedback
Copyright © 2009–2016, Texas Instruments Incorporated
8.2.2.3 Inductor Selection
The LM3554 is designed to use a 2.2-µH inductor. Table 13 lists various inductors and their manufacturers that
can work well with the LM3554. When the device is boosting (VOUT > VIN) the inductor is typically the biggest
area of efficiency loss in the circuit. Therefore, choosing an inductor with the lowest possible series resistance is
important. Additionally, the saturation rating of the inductor must be greater than the maximum operating peak
current of the LM3554. This prevents excess efficiency loss that can occur with inductors that operate in
saturation and prevents over heating of the inductor and possible damage. For proper inductor operation and
circuit performance ensure that the inductor saturation and the peak current limit setting of the LM3554 is greater
than IPEAK can be calculated by:
where
•
ƒSW = 2 MHz
•
η can be found in Typical Characteristics
(3)
Table 13. Recommended Inductors
MANUFACTURER
L
PART NUMBER
DIMENSIONS
(L×W×H)(mm)
ISAT
TOKO
2.2 µH
FDSE0312-2R2M
3 × 3 ×1.2
2 A
TDK
2.2 µH
VLS252012T-2R2M1R3
2 × 2.5 ×1.2 mm
1.5 A
Coilcraft
2. 2µH
LPS4018-222ML
3.9 × 3.9 × 1.7 mm
2.3 A
8.2.2.4 NTC Thermistor Selection
NTC thermistors have a temperature to resistance relationship of:
where
•
β is given in the thermistor datasheet
•
R25C is the thermistors value at 25°C
(4)
Figure 43 is chosen so that it is equal to:
where
•
R(T)TRIP is the thermistor value at the temperature trip point
•
VBIAS is shown in Figure 43
•
VTRIP = 1.05V (typical)
(5)
Choosing R3 here gives a more linear response around the temperature trip voltage. For example, with VBIAS =
2.5 V, a thermistor whose nominal value at 25°C is 100 k
Ω and a β = 4500 K, the trip point is chosen to be 93°C.
The value of R(T) at 93°C is:
(6)
Figure 42 shows the linearity of the thermistor resistive divider of the previous example.



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