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MHF
®
I LK
First MHF locking solution that works with all MHF I type receptacles with
a mated height of 2.9 mm.
Ideal for Continuous Shock and Vibration
Ideal for continuous shock and vibration.
Patented locking system for MHF
®
I plug.
Mates with all MHF
®
I receptacles.
Product name MHF I LK
Maximum height (mm) 2.9
Outside dimension of
receptacle(mm)
3.0 x 3.0
Applicable
wire gauge
O.D. 1.80/1.37 mm / AWG 30
O.D. 1.32/1.13 mm / AWG 32
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
N = 5 (average)
Disengagement force comparison
Unit : N
202001R0
www.i-pex.com
Contact your sales representative for more detailed information.
Mates with all MHF
®
I Receptacles
Patented Locking System for MHF
®
I Plug
Before Locking After Locking
Product name MHF I LK MHF I MHF I
Feature
MHF I with
Mechanical Lock
Best Insertion Loss Most Cable O.D. options
Plug part number - 20767-001R 20670-001R-**
Receptacle part number
20279-001E-** (3 pads)
20441-001E-01 (4 pads)