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Extractor Tool for CMX Receptacle Connector
Doc No: ATS-638240100 Release Date: 07-14-10 UNCONTROLLED COPY Page 2 of 2
Revision: E Revision Date: 06-06-12
OPEN (BOTH SIDES)
LOCK OPEN
CLOSED
(BOTH SIDES)
LOCK CLOSED
A MOVEABLE SKIRT
BOTTOM STOP OF THE
TOOL FINGERS AND THE
TPA
BEFORE PUSHING ON THE
TPA
Closing the (TPA) secondary lock
On a CMX receptacle assembly, follow the steps below:
Secondary lock can be closed manually or during the final connector check.
This procedure is done after the insertion of all female terminals.
1. Insert the extractor tool into the (2) side slots of the (TPA) secondary lock on each sides. See Figure 3.
2. Push up on the extract tool until the TPA contacts with the edge of the seal and the locking latches click in
place.
3. Make sure there is no space between the TPA and the seal. See Figure 4.
4. Remove the extractor tool.
Note:
One of the functions of the secondary lock (TPA) is to detect if any of the terminals are not fully seated in the
cavities. If the secondary lock does not close, reopen the TPA.
Push on the terminals one at a time to make sure they are locked in place.
Close the secondary lock see step 2 and 3.
Check visually the locking latches are in the correct position.
Molex does not offer repair parts for Extractor Tools due to the inexpensive nature of these tools.
CAUTION: Molex specifications are valid only when used with Molex terminals and tooling.
http://www.molex.com