Milnor E-P Express - How to Change a Formula; Deleting a Step; How to Insert or Delete a Step in an Existing Formula; Inserting a Step

24
Pellerin Milnor Corporation
Accesses the selected formula for programming. Valid formula
numbers are 01 through 30.
F07 TT MMQ C:12345
S01 00
Formula 07, Step 01 selected for programming.
2.3.3.4 How to Delete a Formula
BNCXUP12.C10 0000208355 A.5 D.3 A.4 1/2/20 1:35 PM Released
Display or Action Explanation
F03 TT MMQ C:12345
S01 00
Delete an existing formula by making step 01 an End Formula
step. Set the TT value for step 01 of the formula to 00.
2.3.3.5 How to Change a Formula
BNCXUP12.C07 0000208358 A.5 D.3 A.4 1/2/20 1:35 PM Released
2.3.3.5.1 How to Insert or Delete a Step in an Existing Formula
BNCXUP12.C08 0000208357 A.5 D.3 A.4 1/2/20 1:35 PM Released
Display or Action Explanation
F03 TT MMQ C:12345
S01 06 070 11000
When there is no cursor blinking on the display, steps can be re-
viewed, added or deleted.
Provides a help screen for inserting and deleting steps, as shown
below.
START+NEXT/TERM TO
INS/DELETE THIS STEP
This is the help screen for inserting and deleting steps. Steps can
only be inserted or deleted while the help screen is present, i.e.,
the
button is depressed.
Insert or delete steps if the Insert/Delete Step help screen is
visible.
2.3.3.5.2 Inserting a Step
BNCXUP12.C11 0000208540 A.5 D.3 A.4 1/2/20 1:35 PM Released
Display or Action Explanation
Duplicates the selected step to the next numerical position. If this
is Step 01, the duplicated step becomes Step 02 and all the follow-
ing steps move to the next higher numerical position.
Duplication of End Formula or Extract steps is prevented by the
controller.
F03 TT MMQ C:12345
S01 NEW STEP01 DUPED
This display indicates that the new step has been created as a copy
of the previous step. Chemicals and injection times are not copied
into the new step.
2.3.3.5.3 Deleting a Step
BNCXUP12.C12 0000208539 A.5 D.3 A.4 1/2/20 1:35 PM Released
Display or Action Explanation
Deletes the selected step. The next step becomes the current step
by assuming the number of the step that was just deleted. All fol-
lowing steps move one number lower.
Programming