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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 DE, 200 Signal Contacts, 8 Rows, Straight HSHM Series
TS-2077-B
Sheet 2 of 3
Ordering Information
HSHM-H200DEX-8CPX- XXXXX
mm
(Inch)
Tolerance Unless Noted
0 0.0 0.00
mm ±3 ±0.3 ±0.13
( ) Dimensions used for
Reference Only
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
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-8XPX-XXXXX
REV X XXYY
HSHM-HXXXXX-8XPX-XXXXX
REV X XXYY
15.15
.596
18.00
.709
2.00
.079
2.00
.079
2.00
.079
2.00
.079
48.00
1.890
ROW G
ROW H
ROW I
4.50
.177
1.50
.059
21.40
.843
17.85
.703
5.00
.197
13.40
.528
4.50
.177
DIM C
DIM A
DIM B
Interstitial
ground
contacts Signal
contacts
High Speed Option:
4 = Coaxial, column differential and
stripline (75 Ω) applications
5 = Row differential applications
Tail Length:
1 = 4.4 mm pin and 3.5 mm shield
2 = 2 mm pin and 2 mm shield
Standard Configuration
DIM A = 5.3 mm for rows A through H
For non--standard configurations contact sales representative
(rows I and Z not loaded)
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)