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F : 2.00 ref.
Time ( seconds )
150
SPECIFICATION FOR APPROVAL
K : 1.40 ref.
H : 3.60 ref.
I : 2.00 ref.
G : 5.40 ref.
A : 4.50±0.30
E : 1.60 ref.
D : 1.30 typ.
C : 2.60±0.40
B : 3.20±0.30
SQ4532□□□□2□-□□□
Ⅲ﹒MATERIALS LIST:
AR-001A
Ⅳ﹒GENERAL SPECIFICATION:
d﹒Remark:Products comply with RoHS'
Current cause inductance drop within 10%
e﹒Resistance to solder heat:260℃.10 secs.
b﹒Wire:Enamelled copper wire (class F)
c﹒Operating temp.:-25℃----+105℃
b﹒Storage temp.:-40℃ ----+125℃
a﹒Temp. rise :20℃ max
d﹒Rated current (Irms):
requirements
c﹒Terminal:Ag/Ni/Sn
a﹒Core:Ferrite core
Temperature ( )
℃
100
0
50
150
250
200
10050
Max time above 200℃ :70sec max.
Max time above 230℃ :50sec max.
Temperature
+4.0 / sec max.℃
Peak Temp:260℃ max.
Rising Area
c
150 ~ 200 / 60 ~ 120sec ℃
Preheat Area
Marking
Inductance code
Ⅱ﹒SCHEMATIC DIAGRAM:
Ⅰ﹒MECHANICAL DIMENSIONS:
NAME
PROD.
REF :
I
G
EDE
IK
(PCB Pattern)
H
F
B
SMD POWER INDUCTOR
100
A
C
ABC'S ITEM NO.
ABC'S DWG NO.
b
Peak Temperature:
200250
260℃
70sec max.
50sec max.
230℃
Forced Cooling Area
-(1.0 ~ 5.0) / sec max.℃
/ sec max.
+2.0 ~ 4.0 ℃
Reflow Area
m/m
a
m/m
m/m
m/m
m/m
m/m
m/m
m/m
m/m
m/m
PAGE: 1