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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
Header Solder Type
2.0mm Pitch
4 Rows
Mechanical
Contact Retention Force: 1.0Kg min.
Electrical
Voltage Rating: 750V
Current Rating: 1A
Contact Resistance: 45m
Ω
max.
Dielectrical Withstanding Voltage: 1000V
Insulation Resistance: 1000M
Ω
min.
Physical
Housing: LCP, UL 94-0 rated, Ivory White
Contact: Phosphor Bronze
Plating: See “ORDERING INFORMATION”
DRAWING
ORDERING I N F O R M AT I O N
Tail Length(DIM.T)
4=2.65mm
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
PRODUCT NO.: 1 F 1 1 * * * * - S * * 4 0 * - * *
POS. NO.:
024=024 pos.
048=048 pos.
072=072 pos.
096=096 pos.
120=120 pos.
192=192 pos.
Lead Free Code:
N=None
F=Lead Free
Package Type:
A=Tube
Extension Code:
N,T,L,M
Tail Style:
S=Solder Type
Body Style
Mating Length(DIM.M)
1=5.00 mm
2=5.75 mm
3=6.50 mm
4=7.25 mm
5=8.00 mm
POS.P/N 192
120
94.00
58.00
DIM. BDIM. A
95.90
59.90
1F11072*-S**40*-** 72 34.0035.90
1F11120*-S**40*-**
1F11192*-S**40*-**
22.0023.90
48
1F11024*-S**40*-** 24 10.0011.90
1F11048*-S**40*-**
96 46.0047.90
1F11096*-S**40*-**