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SERIES
6841 0.3mmピッチZIFSTSMTスライドロック
0.3mmPitch ZIF Vertical SMT Slide lock
0.3mm Pitch
梱包数量:2000個/リール
PACKINGQUANTITY:2000/Reel
X
Part No. 04 6841 0xx x00 X
846+
注文コード/ Ordering Code
極数 No.ofpos.
注)生産対応可能極数については、
営業部にご確認願います。
Feelfreetocontactoursales
departmentforavailable
numbersofpositions.
めっきコード PlatingCode
846+:AuPlated
エンボス仕様Tape&Reel
1:標準品(メカチャック対応)Standard(AbletoMechanicalchucking)
0:吸着専用Vacuumonlytype
RoHS対応品
RoHSCompliantProduct
極数
NO.OF
POS.
15,17
19-45
47-51
G
7.5
11.5
14.2
−
−
28.4
H
16.0
24.0
32.0
I
SECT.D-D
1.105
(1.75)
G
H
(I)
(4.2)
(0.4)
D
D
FSECT.F-F
8
F
4
φ1.5
注)生産対応可能極数については、
営業部にご確認願います。
Feelfreetocontactoursales
departmentforavailable
numbersofpositions.
0.3±0.07
(A+0.6)±0.05
0.3±0.07
2−R0.4MAX.
R形状とする事により、
FPCの挿入性を
向上させる事が出来ます。
Rshapeforeasy
insertion.
A±0.03
0.6±0.02
0.3±0.03
めっきリード
Platinglead
0.1MAX.
0.3±0.02
0.3±0.03
(0.2)
テーパー部をオーバーラップさせる事により、
屈折時の断線が発生し難くなります。
Forpreventionagainstanopen
circuitinbeingbent,thetaperd
areasshallbelaidasindicated.
0.1MAX.
1.15±0.15
0.3±0.15
1.25±0.15
2.15±0.15
2.25±0.15
2.35
(3.0)
0.2±0.03
3.0±0.3
3.5MIN.
補強板
SUPPORTING
TAPE
(3.5)
適用FPC寸法
APPLICABLEFPC
極数
NO.OF
POS.
15
17
19
21
23
25
27
29
31
33
35
37
39
41
43
45
47
49
51
A
4.2
4.8
5.4
6.0
6.6
7.2
7.8
8.4
9.0
9.6
10.2
10.8
11.4
12.0
12.6
13.2
13.8
14.4
15.0
7.4
8.0
8.6
9.2
9.8
10.4
11.0
11.6
12.2
12.8
13.4
14.0
14.6
15.2
15.8
16.4
17.0
17.6
18.2
B
4.86
5.46
6.06
6.66
7.26
7.86
8.46
9.06
9.66
10.26
10.86
11.46
12.06
12.66
13.26
13.86
14.46
15.06
15.66
C
基準ピン
DATUMPIN
X
X
基準ピン側
DATUMPINSIDE
0.3±0.05 0.3±0.05
1.3±0.1
3.2±0.1
1.3±0.1
(0.2)(2.8)(0.2)
0.6±0.05
A±0.05
B
C
0.6
0.3
(0.12) 0.12±0.03 0.2 E
A
E
推奨パターン寸法(コネクタ搭載側)
RECOMMENDEDPATTERNLAYOUT
0.1 2.85
2.8 0.1
3.6
2.6
(3.01)
SECT.X-X
0.6 0.6
2.95
1.95
0.92
(4.69)