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Compression-nut and
Main Body
Assembly
Loosen with 7/64” Hex-Wrench
to Reposition Angle
O-ring
(If Applicable)
(If Applicable)
Braid/Kevlar® Folded
Back Flat Over Cable
Tape
Contacts/OFC's
Fig. 1
Pre termination distance between
conical end and cable jacket
3/8" ±1/8" (Electrical)
1/2" ±1/8" (Fiber-optic)
Calculate Length for
Rear of Connector Shell
Connector Coupling Nut
Engagement Length
Main Body Assembly
Eective Main Body
Assembly Length
Connector
Length
Cable Jacket
Strip-length
Mark
Fig. 2
Assembly Overview
Fig. 3
SERIES 390
BacNav™ OFS
Assembly Instructions
The following suggested procedure serves as a guide
for proper assembly and termination of Glenair P/N’s
390A084, 390G084, 390G084(-761) and 390H084
Step 1.
Cut cable to desired length, making sure to include
contact termination length and desired service loop
length (Note: service loop not applicable for ber
termination).
Step 2.
Slide BacNav OFS backshell, compression-nut and
gland-nut assembly rst, onto cable-end being
terminated. Slide insert-retainer and o-ring or adapter
(as applicable) onto cable following the backshell,
(Note: Adapter may be coupled to backshell). Unscrew
and separate intermediate compression nut and gland
assembly from main body assembly (See gure 1).
Step 3.
Determine cable jacket strip length. For precise
determination, it is recommended to terminate a
connector using a minimum strip length, then mark
the cable jacket at the required distance behind the
main body assembly. Length will include contact
termination length, desired service loop length (not
applicable for ber) and eective main body assembly
length–includes installed adapter length if present
(See gure 2).
Remove outer cable jacket exposing cable-shield
(braid) or Kevlar strength members (ber-optic
applications).
Shielded cable applications: Remove any water-
block material from cable-shield. Trim cable shield to
3-4 inch length (optional) then fold back at over outer
cable jacket and tape down (See gure 3).
Fiber-optic applications: Leave Kevlar® strength
members long, fold back over outer cable jacket and
tape down (See gure 3).
Step 4.
Prepare conductor/bers and terminate contacts/OFCs
according to specic connector requirements.
Step 5.
Insert contacts/OFCs into connector according to
specic connector requirements.
Step 6.
Move backshell main body assembly (with adapter
if present, or insert-retainer/o-ring if present)
towards cable end to mate with connector. Position
insert-retainer and o-ring if applicable, then thread
backshell/adapter-to-connector coupling nut onto
connector ensuring proper alignment/orientation
with respect to connector master-key, and verifying
proper engagement of teeth/splines to determine the
rotational orientation of the backshell as the coupling
nut is hand tightened (See Figure 4).
Step 7.
Verify cable jacket strip length, and terminate cable-
shield/Kevlar® strength members according to
following instructions. (See banding tool instructions
for banding termination process)
© GLENAIR, INC • AIR WAY • GLENDALE, CA • -- • WWW.GLENAIR.COM • U.S. CAGE CODE • U.S. PATENT NO.
Braid/Kevlar® Folded Back
Flat Over Cable
Insert Retainer
(Fiber-optic)
O-ring
(Fiber-optic and
MIL-DTL-��)