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)
408-9822
Tooling Kit 768900-1
Rev
C4
of 7 Tyco Electronics Corporation
C. Connector Nest Types - Same Size
To change the type of connector (plug or receptacle)
to be terminated:
1. Using a 3/32–in. hex wrench, loosen and
remove the mounting screws for both connector
nest sections, then remove both connector
nest sections.
2. Replace the connector nest sections with the
nest sections of the desired type.
When installing the plug nest sections, make sure
that the sections are placed to provide correct
connector polarity.
3. Using a 3/32–in. hex wrench, secure the nest
sections with the socket head cap screws.
When installing the receptacle nest, place the
shroud on top of the receptacle nest and secure
with screw used to secure nest.
Make sure that one tooth of the rack is visible
between the nest and the front clamp for proper
positioning.
4.3. Connector Clamp Force
The connector clamps should place sufficient
force on the connector to ensure proper location
and retention of the connector during termination.
The clamps should NOT be set too tightly, or
premature wear of the clamp component and
damage to the connector and connector nest
may occur.
With a connector loaded onto the mandrel assembly,
and with the tie bar in place, proceed as follows:
1. Using a 3/16–in. open–end or box wrench,
loosen the locking hex nut.
2. Using a .035–in. hex wrench, adjust the
connector clamp set screws as desired.
3. Using a 3/16–in. open–end or box wrench,
tighten the locking hex nut, making sure that the
flats on the nut align with the flats on the
connector clamp.
4.4. Inserter Assemblies
A. Inserter Position
The inserter position is important in that the guiding
surfaces for the wire must control the wire up to the
time it enters the connector contact. To adjust the
inserter position:
1. Load a connector into the mandrel assembly
and secure it in place.
2. Index the machine to connector contact No. 1.
3. Using a 5/32–in. hex wrench, loosen the two
inserter assembly mounting screws.
4. Loosen the sliding block mounting screw. Refer
to Figure 1.
5. While viewing the inserter guiding surfaces, use
a 5/32–in. open–end or box wrench and turn the
inserter position adjustment screw to move the
assembly. Refer to Figure 1. Turn the screw
CLOCKWISE to move the assembly AWAY from
the connector, and COUNTERCLOCKWISE to
move the assembly TOWARD the connector.
6. Check that the inserter guiding surface is within
the adjustment area, as shown in Figure 5.
7. Using a 5/32–in. hex wrench, tighten the sliding
block mounting screw and the two inserter
mounting screws.
Figure 5
Connector
(Typ)
Inserter Guiding Surface
Adjustment Range
(Approx. 0.0762 mm
[.003 In.])
B. Wire Insertion Depth
The length of travel of the inserter ram may be
adjusted. Normally, the inserters will not require this
adjustment unless the insulation diameter is changed.
To adjust the depth, refer to Figure 1 and proceed as
follows:
1. Look at the top of the inserter assembly and
read the wire insertion depth stop currently in use.
2. Using a 5/32–in. hex wrench, remove the stop
mounting screw, and remove the stop from the
inserter assembly.
3. Determine the stop dimension from the marking
on the top of the stop directly over the inserter tip.
4. Measure the insulation diameter of the wire
presently being used, then measure the insulation
diameter of the new wire to be used.
NOTE
i
NOTE
i
NOTE
i
CAUTION
!