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3
Electronic Solutions Division
Interconnect Solutions
http://www.3Mconnector.com
3M is a trademark of 3M Company.
For technical, sales or ordering information call
800-225-5373
3M™ MetPak™ HSHM Press-Fit Header
2 mm Type B25, 125 Signal Contacts, 5 Rows, Straight HSHM Series
TS-2064-C
Sheet 2 of 3
Ordering Information
HSHM-H125BX - 5CP1- XXXXX
mm
(Inch)
Tolerance Unless Noted
0 0.0 0.00
mm ±3 ±0.3 ±0.13
[ ] Dimensions for
Reference Only
High Speed Option:
4 =Coaxial, column differential and
stripline (75 Ω) applications
5 =Row differential applications
denotes shield column (tail only) omitted for the row
differential pair part
ROW F
ROW E
ROW D
ROW C
ROW B
ROW A
ROW Z
Pin positions
Shield positions
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25
Row differential configuration
shown with protective caps*
* Caps to be removed after press-fit installation process
Signal
contacts
Interstitial
ground
contacts
DIM A = Pin mating length
DIM B = Shield tail length
DIM C = Pin tail length
Coaxial, column differential and stripline configuration
shown with protective caps*
HSHM-HXXXXX-5XPX-XXXXX
REV X XXYY
HSHM-HXXXXX-5XPX-XXXXX
REV X XXYY
2.00
.079
2.00
.079
2.00
.079
15.15
.596
2.00
.079
49.85
1.963
DIM B
DIM A 4.50
.177
DIM C
12.00
.472
48.00
1.890
1.50
.059
4.50
.177
5.00
.197
15.40
.606
13.40
.528
Plating μm [ μ” ]:
TG30 = 0.76 [30] Min. Au Contact Area
2.54 [100] Min. SnPb Terminal Area (RIA C2 & E2 apply)
1.27 [50] Min. Ni All over
Standard Option
TG30L = 0.76 [30] Min. Au Contact Area, Lubricated
2.54 [100] Min. SnPb Terminal Area (RIA C2 & E2 apply)
1.27 [50] Min. Ni All over
Typically higher make order quantities as compared to TG30.
TG50 = 1.27 [50] Min. Au Contact Area, Lubricated
2.54 [100] Min. SnPb Terminal Area (RIA C2 & E2 apply)
1.27 [50] Min. Ni All over
Non-Standard Option (Available with longer lead times and
higher make order quantities, MOQ)
Standard Configuration
DIM A = 5.3 mm for rows A through E
For non-standard configurations
contact sales representative
(rows F and Z not loaded)
Tail Length:
1 =4.4 mm pin and 3.5 mm shield
2 =2 mm pin and 2 mm shield