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)
150
Time ( seconds )
F : 2.00 ref.
K : 1.40 ref.
H : 3.60 ref.
I : 2.00 ref.
G : 5.40 ref.
SQ4532□□□□3□-□□□
SPECIFICATION FOR APPROVAL
E : 1.60 ref.
D : 1.30 typ.
C : 2.60±0.40
B : 3.20±0.30
A : 4.50±0.30
Ⅲ﹒MATERIALS LIST:
AR-001A
Ⅳ﹒GENERAL SPECIFICATION:
Current cause inductance drop within 10%
d﹒Remark:Products comply with RoHS'
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
100
Temperature ( )
℃
0
50
250
150
200
10050
+4.0 / sec max.℃
Temperature
Rising Area
Max time above 230℃ :50sec max.
Max time above 200℃ :70sec max.
Peak Temp:260℃ max.
c
Preheat Area
150 ~ 200 / 60 ~ 120sec ℃
Inductance code
Marking
Ⅱ﹒SCHEMATIC DIAGRAM:
Ⅰ﹒MECHANICAL DIMENSIONS:
NAME
PROD.
REF :
I
G
EDE IK
(PCB Pattern)
H
B
SMD POWER INDUCTOR
100
A
C
F
ABC'S ITEM NO.
ABC'S DWG NO.
b
260℃
200250
70sec max.
50sec max.
230℃
-(1.0 ~ 5.0) / sec max.℃
Forced Cooling AreaReflow Area
+2.0 ~ 4.0 ℃
/ sec max.
Peak Temperature:
m/m
a
m/m
m/m
m/m
m/m
m/m
m/m
m/m
m/m
m/m
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