Manual

Editing Programs On Line
Chapter 5
5-34
3. After the second point on the arc has been stored reposition the axes
at the end point of the arc. Store this block as a circular block by
pressing either the {STORE END PT} or the {EDIT & STORE} softkeys.
This records the current tool location as the final position for this
digitize operation.
If you press: It:
{STORE
END PT}
does not returnthe controlto theprogram displayscreen. Pressing
this softkeyinserts thegenerated blockat whatever location the cursor
was last at andallows theoperator to immediately begin enteringthe
next block usingthis samedigitize feature.
{EDIT &
STORE}
returns thecontrol tothe program displayscreen. The program block
just generated is displayed onthe input lineof the CRT and may be
edited as discussed insection 2.10. This block isthen insertedat the
location of the block cursorwhen youpress the[TRANSMIT] key.
Important: To abort the circular digitize operation, press the exit {Ý}
softkey at any time before you press the {STORE END PT} or
{EDIT & STORE} softkeys. The control returns to softkey level 4. Then
select either another digitize feature (by pressing one of the softkeys) or
the control can be returned to the regular edit session by pressing the exit
{Ý} softkey [as described on page 5-4].
The following subsection assumes that steps 1-5 on page 5-28 have been
completed to initiate a digitizing operation.
To digitize an arc tangent at end points:
1. Press the {CIRCLE TANGNT} softkeys if the circle is tangent at the
endpoint of the previous cutting path.
When you press the {CIRCLE TANGNT} softkey, the control sets the
current tool position as the start point of a circular move. The screen
displays the current tool location in large display characters.
If the previous block was circular, use a tangent to the end point of
the arc as the tangent point to the following block.
Important: You cannot select the {CIRCLE TANGNT} feature as the first
motion block in a part program. There is no path for the start of the arc to
be tangent to.
5.4.3
Digitizing An Arc Tangent at
End Points