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MHF
®
-A
Lowest profile design with 1.13 mm OD, supports to 6 GHz
Solderless micro-coax termination technology "i-Fit®" provides consistent performance
Solderless micro-coax termination technology
"i-Fit®" provides consistent performance
Small form factor with big performance
through 6 GHz
MHF®-A Plug available micro-coax O.D. (AWG):
1.13 mm (32)
Maximum height (mm) 1.45
Outside dimension of
receptacle(mm)
3.0 x 3.0
Applicable
wire gauge
O.D. 1.13 mm / AWG 32
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
Jacket
Outer Conductor
Dielectric Core
Center Conductor
Center
Conductor
Contact
Crimping
Contact your sales representative for more detailed information. [ www.i-pex.com ]
202111R0
MHF®-A Plug available micro-coax O.D. (AWG): 1.13 mm (32)
Small Form Factor with Big Performance Through 6 GHz
Coax O.D.
(Center Conductor AWG)
Mating Height
1.45 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 A receptacle
Insertion Loss
L=100 mm (Harness)
VSWR
L=100 mm (Harness)
MHF-A φ1.13
MHF-A φ1.13