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AM
AM
AM
DO NOT
SCALE FROM
THIS PRINT
AM
MOLC-1XX-XX-XX-Q-XX
No OF POSITIONS
-05 THRU -50
LEAD STYLE (SEE TABLE 1)
-01: THROUGH HOLE
-11: THROUGH HOLE
-31: THROUGH HOLE
-61: THROUGH HOLE
PLATING SPECIFICATIONS
-S: SELECTIVE, 30 Au / 50 Ni MIN ON CONTACT, MATTE TIN TAIL
-SM: SELECTIVE, 30 Au / 50 Ni MIN ON CONTACT, MATTE TIN TAIL
-L: LIGHT SELECTIVE, 15 Au / 50 Ni MIN ON CONTACT, MATTE TIN TAIL
OPTION
-LC: LOCKING CLIP
USE 2 LC-05-TM
(SEE FIG 2, NOTE 3)
BODY SPECIFICATION
-Q: FOUR ROW
(SEE TABLE 1)
.018 0.46
DIA REF
XX EQ SPACES @ .0500[1.27]
.006[.15]
.014
X .0100[2.54] REF
0.36
"B" REF
2
MAX SWAY
( TYP )
MOLC-XX-X
TERMINAL
(SEE TABLE 1)
C1
.320
8.13
REF
.250 6.35
REF
.120
3.05
REF
.050
REF
1.26
+ .100[2.54] REF
(NO OF POSITIONS X .050[1.27])
+ .030[.76] REF
(NO OF POSITIONS X .050[1.27])
- .050[1.27]
(NO OF POSITIONS X .050[1.27])
"A"
"A"
C
L
.102
REF
2.59
.1635
REF
4.15
"A" REF
"D"
.150[3.18]
.003
3 EQ SPACES @ .0500[1.27] =
2
MAX TOE
( YTP )
.007[.18]
.005[.13]
C
L
C
L
SECTION "A"-"A"
C3
(NO OF POS X .050[1.27]) + .065[1.651]
.010
REF
0.25
FIG 2
- LC OPTION
SAME AS FIG 1 UNLESS OTHERWISE SHOWN
"C"
FIG 3
IN-PROCESS VIEW
.060 1.52
.0560 1.42
C4
LC-05-TM
2 REQ'D
C
C2
SHEET OF
UNLESS OTHERWISE SPECIFIED,
DIMENSIONS ARE IN INCHES.
TOLERANCES ARE:
DECIMALS ANGLES
.XX:
.01 [.3] 2
.XXX:
.005 [.13]
.XXXX:
.0020 [.051]
MATERIAL:
THROUGH HOLE .050 X .050
BY:
MOLC-1XX-XX-XX-Q-XX
DWG. NO.
DESCRIPTION:
PROPRIETARY NOTE
THIS DOCUMENT CONTAINS INFORMATION
CONFIDENTIAL AND PROPRIETARY TO
SAMTEC, INC. AND SHALL NOT BE REPRODUCED
OR TRANSFERRED TO OTHER DOCUMENTS OR
DISCLOSED TO OTHERS OR USED FOR ANY
PURPOSE OTHER THAN THAT WHICH IT WAS
OBTAINED WITHOUT THE EXPRESSED WRITTEN
CONSENT OF SAMTEC, INC.
DO NOT SCALE DRAWING
T WHELAN
05/23/05
2
1
SHEET SCALE: 2:1
INSULATOR:
VECTRA E130, LCP, UL 94 VO
COLOR: BLACK
TERMINAL:
PHOS BRONZE, CA540 1/2 HARD
c:\enterprisevault\DWG\MISC\MKTG\MOLC-1XX-XX-XX-Q-XX-MKT.SLDDRW
NOTES:
1. REPRESENTS A CRITICAL DIMENSION.
2. MINIMUM PUSHOUT FORCE: .5 LBs.
3.
DUE TO THE HIGH AMOUNT OF INSERTION FORCE NEEDED,
THE –LC OPTION IS NOT COMPATIBLE WITH AUTO PLACEMENT.
SAMTEC RECOMMENDS MANUAL PLACEMENT FOR ALL
ASSEMBLIES WITH THE –LC OPTION.
520 PARK EAST BLVD, NEW ALBANY, IN 47150
PHONE: 812-944-6733 FAX: 812-948-5047
e-Mail: info@SAMTEC.com code: 55322
REVISION AM