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All specification & dimensions are subject to change, please call your nearest Foxconn sales representative for update information.
SPECIFICATIONS
FUTURE BUS CONNECTOR
1F Series,
Plug. Press Fit Type
2.0mm Pitch
5 Rows
Mechanical
Contact Retention Force: 1.0Kg min.
Electrical
Voltage Rating: 750V
Current Rating: 1A
Contact Resistance: 55m
Ω
max.
Dielectrical Withstanding Voltage: 1000V
Insulation Resistance: 1000M
Ω
min.
Physical
Housing: LCP, UL 94-0, Ivory White
Contact: Phosphor Bronze
Plating: See “ORDERING INFORMATION”
DRAWING
ORDERING I N F O R M AT I O N
Mating Area Plating:
1=GOLD FLASH
3=0.76um(30u")MIN. GOLD PLATING
5=1.27um(50u")MIN. GOLD PLATING
6=0.25um(10u")MIN. GOLD PLATING
A=0.76um(30u")MIN. FPT PLATING,
0.25um(10u")MIN. GOLD INCLUDED
POS. NO.:
030=030 pos.
060=060 pos.
120=120 pos.
150=150 pos.
240=240 pos.
Lead Free Code:
N=None
F=Lead Free
Package Type:
A=Tube
Extension Code:
N,T,L,M
Tail Style:
PRODUCT NO.: 1 F 2 1 * * * * - P * * 1 0 * - * *
BODY STYLE
Mating Length(DIM.M)
1=5.00mm
2=5.75MM
3=6.50 mm
Tail Length(DIM.T)
3=13.6mm
22.0023.90
POS.P/N
120
60
46.00
DIM. BDIM. A
47.90
30 10.0011.90
150 58.0059.90
240 94.0095.90
1F21030*-P**10*-**
1F21060*-P**10*-**
1F21120*-P**10*-**
1F21150*-P**10*-**
1F21240*-P**10*-**