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MHF
®
III
Low-profile design with a mated height of 1.6 max and support to 6 GHz
Solderless Micro-Coaxial Termination with "i-Fit" Technology
Solderless micro-coaxial termination with "i-Fit
®
"
technology.
Small form factor with big performance
through 6 GHz.
MHF
®
III plug available micro-coax O.D. (AWG) :
0.81 mm (36), 0.64 mm (36).
Product name MHF III
Maximum height (mm) 1.6
Outside dimension of
receptacle(mm)
2.0 x 2.0
Applicable
wire gauge
O.D. 0.81 mm / AWG 36
O.D. 0.64 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
Crimping
Jacket
Outer Conductor
Dielectric Core
Center Conductor
Center Conductor
Contact
202001R0
www.i-pex.com
Contact your sales representative for more detailed information.
MHF III Plug Available Micro-Coaxial O.D. (AWG): 0.81 mm (36), 0.64 mm (36)
Small Form Factor with Big Performance Through 6 GHz
Coax O.D.
(Center Conductor AWG
Mating Height
1.6 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 III receptacle
Insertion Loss
VSWR
L=100 mm (Mating)
L=100 mm (Mating)
dB