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)
TAK Series
TAK
-
■
①
■
②
■
③
M
④
D
⑤
G
⑥
■
⑦
■
⑧
-
■
⑨
■
⑩
+
①
(
Right-angle
:
4 pos
. , Straight
:
6 pos.
)
, V
:
Current Rating 2.5A
(
Str
aight
:
4 pos. , Right-angle
:
6 pos.
)
, A
:
Current Rating 1A
②Number of pos.
:
4, 6
③Blank
:
Straight, L
:
Right-angle
④M
:
Receptacle
⑤D
:
Through hole
⑥G
:
Gold plating
⑦Insulator color
;
(
V4 T
ype
)
B
:
Black, A
:
Blue, C
:
Brown, G
:
Green, H
:
Gray, D
:
Orange, R
:
Red
(
A4 T
ype
)
B
:
Black, A
:
Blue, C
:
Brown, G
:
Green,
(
V6 Type , A6 Type
)
B
:
Black, A
:
Blue, C
:
Brown
⑧Hot swapping
;
(
V4 T
ype
)
Blank
:
Long contacts #1 and #4
(
A4 Type
)
Blank
:
Long contacts #1 and #4, A
:
No Hot swapping
(
V6 T
ype
)
A
:
No Hot swapping
(
A6 Type
)
B
:
Long contacts #5 and #6
⑨Key code
(
Interlocking to insulator color.
);
Black
:
A, Blue
:
B, Brown
:
C, Green
:
D, Gray
:
E, Orange
:
F, Red
:
G
⑩Flange
;
(
V4 Type , A4 Type , V6 Type
)
F
:
No Flange
(
A6 Type
)
F
:
No Flange B
:
With Flange
Item Name
Receptacle
For P.C.B.
RoHS
TAK
-
A
■
①
S
②
M
③
C
④
G
⑤
■
⑥
-
■
⑦
■
⑧
+
①Number of pos.
:
4, 6
②S
:
Straight
③M
:
Receptacle
④C
:
Crimping
⑤G
:
Gold plating
⑥Insulator color
;
(
4 pos.
)
B
:
Black, A
:
Blue, C
:
Brown, G
:
Green,
(
6 pos.
)
B
:
Black
⑦Key code
(
Interlocking to insulator color.
);
Black
:
A, Blue
:
B, Brown
:
C, Green
:
D
⑧Outer diameter
;
(
4 pos.
)
A
:
4.5
(
6 pos.
)
C
:
5.5
※ Only housing of the In-line receptacle is available for sale. Contacts are sold separately.
Refer to the accessory section for contacts.
Item Name
Receptacle
For In-line
RoHS
TAK Series
Compact High-speed Transmission Connectors
For Board to Cable For In-line Cable Assembly
> Supporting high speed transmission such as USB/LVDS.
>
A
dopting the Positive Lock mechanism to achieve assured loking by the feel of
latching and the sound of locking.
>
A
dopting seven types of key shapes (insulator colors) to prevent incorrect fitting by
different shapes and visual measures.
> Adopting a full shielding structure by using a metal shell.
> Providing connectors supporting 2-stage hot swapping.
> Supporting three types of Outer Diameter.
Features