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)
®
Robust 9 GHz max option, 2.5 mm mated height and the
most cable options for harnesses.
Solderless Micro-Coaxial Termination with "i-Fit
®
" Technology
Solderless micro-coaxial termination
with "i-Fit
®
" technology.
Small form factor with big performance
through 9 GHz.
MHF
®
I Plug available cable O.D. (AWG) :
1.80 mm (30), 1.37 mm (30),
1.32 mm (32), 1.13 mm (32),
0.81 mm (36).
Jacket
Outer Conductor
Dielectric Core
Center Conductor
Center
Conductor
Contact
Crimping
Maximum height (mm) 3.0
Outside dimension of
receptacle(mm)
3.1 x 3.0
Applicable O.D. 1.80 / 1.37 mm / AWG 30
wire gauge O.D. 1.32 / 1.13 mm / AWG 32
O.D. 0.81 mm / AWG 36
Frequency DC
~
9 GHz
Connector PLUG RECE
VSWR
DC
~
3 GHz 1.3 max. 1.3 max.
(L=100 mm)
3 GHz
~
6 GHz 1.5 max. 1.4 max.
6 GHz
~
9 GHz 1.9 max. 1.8 max.
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
Contact your sales representative for more detailed information. [ i-pex.com ]
202008R0
MHF I Plug Available Cable O.D. (AWG):
1.80 mm (30), 1.37 mm (30),
1.32 mm (32), 1.13 mm (32), 0.81 mm (36)
Small Form Factor with Big Performance Through 9 GHz
Coax O.D.
(Center Conductor AWG)
Mating Height
3.0 mm max.
2.5 mm max.
2.9 mm max. with MHF I LK
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
Insertion Loss
L=100 mm (Harness)
VSWR
L=100 mm (Harness)
1.0
1.2
1.4
1.6
1.8
2.0
1 2 3 4 5 6 7 8 9
VSWR
GHz
MHF I φ0.81 MHF I φ1.13 MHF I Φ1.37
MHF I Φ1.80 MHF I Φ2.00
-3.0
-2.5
-2.0
-1.5
-1.0
-0.5
0.0
0 1 2 3 4 5 6 7 8 9
dB
GHz
MHF I φ0.81 MHF I φ1.13 MHF I Φ1.37
MHF I Φ1.80 MHF I Φ2.00