I have a Project which has multiple Contract Dates (Contract Duration, 7 Contract Sections and 2 Key Dates).
As part of the Works I also have mixed working calendars (some activities run on 7-day per week calendar, but the majority are 5-day per week).
To generate a Critical Path for meeting each Contract Date I’ve used “Finish On or Before” Constraint on the Planned Completion of meeting each Contract Date (rightly or wrongly).
However, where a 7-day working activity finishes on the last day of the normal working week (or on the Saturday or within a longer non-working period) this introduces Float and by rules of P6, ends the critical path.
I'm aware that I could set the criticality rule to be less than 2-days Float (rather than the current 0), this would bring most activities back into P6’s Critical Path, however there are some activities where the 7-day working activity finishes through a 2-week non-working period. To stop this from ending the P6 Critical Path I’d have to set the criticality rule to be less than 2-weeks Float – however this would bring a hole list of other activities, that normally would not be on the Critical Path as they have up to 2-weeks Float. I've tried a few of the other options for "Compute Total Float as" and "Calendar for scheduling Relationship Lag", but couldn't get it to work (but may not have tried all possible combinations with some other settings!).
It seems that what I need to do is to filter longest Path to a specific activity (the specific activting being the selected Planned Completion activity)?
Is there a workaround / built in P6 function?
Thanks in advance.
Below are the current Schedule settngs:
![](image/png;base64,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)
here is what I do in a situation like that
create a new activity code call it My Path and give it a value code of CP Critical path
next add that column to the data area on the left
next filter for the last activity in the Project ONLY
in the predcessor tab at the bottom right click and select Customize Predcessor Columns
Expand the General category on the left
bring the Critical and Driving selection to the right to be displayed
Next look of the predcessor that has BOTH driving and critical boxes checked
select that activity that has both boxes checked and at the bottom select GoTo
(if there are 2 or more activities that have both boxes checked select the one with the least amount of total float)
this will add that activity into the current view
keep doing this until you gate back to the data date
now select edit and then Select All (or do a fill down for the Activity code that you just added)
right click and select Assign
Then select activity codes and assign all of these activities to the new codes call My Path and give them the code value of CP
Now filter where for activity code
Where My Path equals CP
this is your most critical path through the project