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AS1339 数据表(PDF) 4 Page - ams AG

部件名 AS1339
功能描述  650mA RF Step-Down DC-DC for PA, with two LDOs
PDF  25 Pages
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制造商  AMSCO [ams AG]
网页  http://www.ams.com
标志 AMSCO - ams AG

AS1339 数据表(HTML) 4 Page - ams AG

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www.austriamicrosystems.com
Revision 1.04
4 - 25
AS1339
Datasheet - A b s o l u t e M a x i m u m R a t i n g s
5 Absolute Maximum Ratings
Stresses beyond those listed in Table 2 may cause permanent damage to the device. These are stress ratings only,
and functional operation of the device at these or any other conditions beyond those indicated in Electrical Character-
istics on page 5 is not implied. Exposure to absolute maximum rating conditions for extended periods may affect
device reliability.
Table 2. Absolute Maximum Ratings
Parameter
Min
Max
Units
Comments
IN1A, IN1B, IN2 to AGND
-0.3
+7
V
PAA, PAB, PA_EN, TEST, REFIN,
NC to AGND
-0.3
VIN1A/
VIN1B +
0.3
V
LDO1, LDO2, EN1, EN2 to AGND
-0.3
VIN2 +
0.3
V
IN2 to IN1B/IN1A
-0.3
+0.3
V
PGND to AGND
-0.3
+0.3
V
LX Current
0.7
ARMS
Bypass Current
1.6
ARMS
Storage Temperature Range
-65
+150
ºC
Package Body Temperature
+260
ºC
The reflow peak soldering temperature (body
temperature) specified is in accordance with
IPC/JEDEC J-STD-020D “Moisture/Reflow
Sensitivity Classification for Non-Hermetic Solid
State Surface Mount Devices”.
ESD Rating
Human Body Model
1kV
HBM MIL-Std. 883E 3015.7
methods
Operating Ratings
REFIN Common-Mode Range
0
VIN
V
Recommended Load Current
650
mA
Continuous Power Dissipation
PD-MAX
0.75
W
TA = +65ºC; derate 12.5mW/ºC above +65ºC
Junction Temperature (TJ) Range
-40
+125
ºC
Ambient Temperature (TA) Range
-40
+85
ºC
In applications where high power dissipation
and/or poor package thermal resistance is
present, the maximum ambient temperature
may have to be derated.
Maximum ambient temperature (TA-MAX) is
dependent on the maximum operating junction
temperature (TJ-MAX-OP = 125ºC), the maximum
power dissipation
of the device in the application (PD-MAX), and the
junction-to ambient thermal resistance of the
part/package in the application (
θJA), as given by
the following
equation: TA-MAX = TJ-MAX-OP – (θJA × PD-MAX).



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