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)
408-9750
Cover Lacing Fixture 91293-1
Rev
C4
of 4 Tyco Electronics Corporation
8. Position the cable clamp so that the cable
bundle is centrally located on the termination
cover. To position the clamp, loosen, but do not
remove, the socket head cap screws in the cable
clamp bracket and slide the clamp to the desired
position. Refer to Figure 7.
9. After the cable is secured, untwist the wires (if
twisted) and lace the individual wires into the wire
slots. Pull each wire into the proper slot in the
comb. Continue pulling downward on each wire
until the wire is snug in the slot. When in place, the
wire should not pop out of the slot.
For ease of termination, start at one end of the
covers and work toward the opposite end.
10. After all of the wires are laced, slide the lacing
fixture subassembly back under the upper tooling
assembly until it butts against the stop.
If using the bench stand, remove the lacing
fixture subassembly and place it into the slide of
the arbor frame assembly. Slide the lacing fixture
subassembly back until it butts against the stop.
11. Pull the arbor frame handle downward to seat
and cut the wires. The action of the wires entering
the clips on the termination covers should be felt
through the handles as a slight “snap.”
12. While maintaining pressure on the arbor frame
handle, remove the cut wire ends protruding from
the lacing fixture subassembly.
13. Lift the arbor frame handle to raise the upper
tooling assembly. Slide the lacing fixture
subassembly out, then open the cable clamp.
14. Carefully push upward on the cable, and
remove the covers from the lacing fixture
subassembly.
If necessary, a pointed instrument can be used to
help remove the wires from the inside combs.
Take care to avoid damaging the insulation or
pulling the wires out of the clip in the termination
cover.
15. After the wires are correctly seated into the
termination covers, the covers can be seated onto
the connector. For cover seating procedure, refer
to Instruction Sheet 408–9820.
5. REPLACEABLE PARTS
Customer–replaceable parts are listed in Figure 8.
A complete inventory should be stocked and
controlled to prevent lost time when replacement of
parts is necessary. Parts other than those listed
should be replaced by Tyco Electronics Corporation
to ensure quality and reliability. Order replacement
parts through your representative, or call
1–800–526–5142, or send a facsimile of your
purchase order to 717–986–7605, or write to:
CUSTOMER SER VICE (038–035)
TYCO ELECTRONICS CORPORATION
PO BOX 3608
HARRISBURG PA 17105–3608
PART NUMBER DESCRIPTION
91293-1 Cover Lacing Fixture
(Includes Slide Assembly, Upper Tooling
Assembly, Two 50-position Seating Bars,
Two 100-position Seating Bars, and Lacing
Fixture Subassembly 543481-1)
543481-1 Lacing Fixture Subassembly
(Includes Bench Stand And Clamp)
543494-2 26-Position Seating Bar
543494-1 50-Position Seating Bar
543502-2 68-Position Seating Bar
543502-1 100-Position Seating Bar
Figure 8
6. REVISION SUMMARY
Revisions to this instruction sheet include:
S
Updated document to corporate requirements
S
Added paragraph to Section 5
NOTE
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NOTE
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