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MHF
®
II
Low-profile plug option for MHF I receptacles with a mated height of 2.1 mm.
Solderless Micro-Coaxial Termination with "i-Fit" Technology
Jacket
Outer Conductor
Dielectric Core
Center Conductor
Center Conductor
Contact
Crimping
Solderless micro-coaxial termination with "i-Fit
®
"
technology.
Small form factor with big performance
through 6 GHz.
MHF II plug available cable O.D. (AWG) :
0.95 mm (33), 0.81 mm (36).
Product name MHF II
Maximum height (mm) 2.1
Outside dimension of
receptacle(mm)
3.1 x 3.0
Applicable
wire gauge
O.D. 0.95 mm / AWG 33
O.D. 0.81 mm / AWG 36
Frequency DC~6 GHz
VSWR
(L=100 mm)
DC~3 GHz 1.3 max.
3 GHz~6 GHz 1.5 max.
6 GHz~9 GHz -
9 GHz~12 GHz -
12 GHz~15 GHz -
Service temp. (Celsius) -40 degree ~ +90 degree
Characteristic impedance 50 ohm
Rated voltage AC60V
Contact resistance 20m ohm max.
Withstand voltage AC200V/min
Insulation resistance 500M ohm min./DC100V
201809R0
www.i-pex.com
Contact your sales representative for more detailed information.
MHF
®
II Plug Available Cable O.D. (AWG): 0.95 mm (33), 0.81 mm (36)
Small Form Factor with Big Performance Through 6 GHz
Insertion Loss
VSWR
L=100 mm (Mating) L=100 mm (Mating)
Coax O.D.
(Center Conductor AWG)
Mating Height
2.1 mm max.
2.00 mm (26)
1.80 mm (30)
1.37 mm (30)
1.32 mm (32)
1.13 mm (32)
0.95 mm (33)
○
0.81 mm (33)
0.81 mm (36)
○
0.64 mm (36)
0.48 mm (38)
Receptacle
MHF I/II receptacle