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CB315FP-R 数据表(PDF) 4 Page - Nihon Kaiheiki Industry Co. Ltd.

部件名 CB315FP-R
功能描述  6mm Process Sealed SMT Tactiles
PDF  4 Pages
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制造商  NKK [Nihon Kaiheiki Industry Co. Ltd.]
网页  http://www.nkkswitches.com
标志 NKK - Nihon Kaiheiki Industry Co. Ltd.

CB315FP-R 数据表(HTML) 4 Page - Nihon Kaiheiki Industry Co. Ltd.

  CB315FP-R Datasheet HTML 1Page - Nihon Kaiheiki Industry Co. Ltd. CB315FP-R Datasheet HTML 2Page - Nihon Kaiheiki Industry Co. Ltd. CB315FP-R Datasheet HTML 3Page - Nihon Kaiheiki Industry Co. Ltd. CB315FP-R Datasheet HTML 4Page - Nihon Kaiheiki Industry Co. Ltd.  
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NKK Switches • email: sales@nkkswitches.com • Phone (480) 991-0942 • Fax (480) 998-1435 • www.nkkswitches.com
03-07
6mm Process Sealed SMT Tactiles
Series CB3
PACKAGING
R
Tape-Reel (packaged to EIA-481-2 standard)
Switches must be ordered in 1,000-piece increments
when tape-reel packaging is selected.
Partitioned Tray
If less than 1,000 pieces are ordered, the switches are
packaged in a partitioned tray. No code is required.
No
Code
Tape-Reel Dimensions & Specifications
Each tape-reel of 1,050 pockets contains 1,000 switches
Minimum Leader Length: 16.54” (420mm)
Minimum Trailer Length: 7.09” (180mm)
(9.4)
.370
(3.8)
.150
(3.4)
.134
(0.4)
.016
(16.0)
.630
(1.75)
.069
(7.5)
.295
(4.0) Typ
.157
(6.7) Typ
.264
(12.0) Typ
.472
(2.0) Typ
.079
(1.5) Dia Typ
.059
Direction of Feed
(78.49) Dia
3.090
(2.0)
.079
(16.4)
.646
(13.0) Dia
.512
(2.0) Typ
.079
(21.0) Dia
.827
Overall Dia (330.0)
13.0
KEYBOARD MATRIX
Blue = PCB Trace, Black = Switch Circuit
These single pole, single throw switches can be used in a key-
board matrix and, using strapped terminals, achieve a com-
mon bus electrical configuration on a single-sided PC board.
These single pole, single throw switches can be arranged
on a single-sided PC board matrix with strapped termi-
nals to achieve an X-Y type electrical interconnection.
Common Bus Matrix
X-Y Matrix
Blue = PCB Trace, Black = Switch Circuit
1
2
3
6
5
4
7
8
9
B
0
A
1
2
6
7
3
4
5
1
2
3
4
5
6
7
8
9
0
A
B
1 2 3 4 5 6 7
= ON
PC Terminations
1
2
3
4
5
6
7
8
9
0
A
B
1 2 3 4 5 6 7 8 9 10 11 12 13
= ON
P C Te r m i n a t i o n s
1
2
3
6
5
4
7
8
9
B
0
A
9
13
10
6
11
8
12
7
2
1
3
4
5



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