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)
Ⅰ﹒Configuration and dimensions:
Ⅲ﹒General specification:
Ⅱ﹒Description:
A
B
C
E D E
(PCB Pattern)
G
H
I K I
F
AR-001C
100
60sec~150sec
200
Forced Cooling Area
-(1.0 ~ 5.0) / sec max.℃
Max. Peak Temp - 5℃:30sec max.
Max time above 217℃ :60sec~150sec max.
Peak Temp:250℃ max.
250
150
200
100
50
0
Temperature ( )℃
60sec~120sec
10050 150
Time ( seconds )
60sec max.
150 ~ 200 / 60 ~ 120sec ℃
Preheat Area
+4.0 / sec max.℃
Rising Area
Temperature
+3.0 / sec max.℃
Reflow Area
217℃
250
Peak Temperature:
250℃
ABC'S DWG NO.
PROD.
NAME
SQ4532□□□□L□-□□□
SPECIFICATION FOR APPROVAL
REV.
REF. :
PAGE 120191106-H
SMD Power Inductor
e﹒Products comply with RoHS' requirements
d﹒Moisture sensitivity Level 1
c﹒Product weight: 0.13g(ref.)
a﹒Ferrite drum core construction
b﹒Enamelled copper wire:H class
f﹒Halogen free
(Temp. rise included)
b﹒Operating temp.:-40℃----+125℃
a﹒Storage temp.:-40℃ ----+125℃
c﹒Resistance to solder heat:260℃.10 secs.
A
4.50 ±0.3
Unit:mm
B
3.20 ±0.3
C
2.60 ±0.3
D
1.30 typ.
E
1.60 ref.
F
2.00 ref.
G
5.40 ref.
H
3.60 ref.
I
2.00 ref.
K
1.40 ref.