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All specification & dimensions are subject to change, please call your nearest Foxconn sales representative for update information.
SPECIFICATIONS MCA Connector
EH Series
Vertical, T/H Type
1.27mm [.050"] Pitch
132 Pos.
Mechanical
Contact Normal Force: 75g min.
Durability: 100 Cycles
Contact Retention Force: 0.45kg min.
Electrical
Current Rating: 1.0A, 30? Rise above Ambient
Contact Resistance: 30mΩ max. initial, 40mΩ max. after Test
Dielectric Withstand Voltage: 500V min. at Sea Level
Pin to Pin Insulation Resistance: 1000MΩ min.
Physical
Housing: Thermoplastic, UL 94V-0 rated in Brown Color
Contact: Copper alloy
Plating: See “ORDERING INFORMATION”
Storage Temperature Range: -55? to +105?
DRAWING
ORDERING INFORMATION
DPB - **
1=Gold Flash
Tail Length
0=3.18 [.125]
4=3.56 [.140]
1=2.54 [.100]
PRODUCT NO.:
No. of pos.
Cardedge Conn.
Series prefix
66=132 Pos.
0=Straight
Tail Type
EH0 66
Gold Plating
-
**
Extension Code
Plating Type
DN=Tin/Lead
DF=Lead Free
3=30u" Gold
7=15u" Gold