{"id":7896,"date":"2022-09-21t10:34:09","date_gmt":"2022-09-21t14:34:09","guid":{"rendered":"\/\/www.deco-dalles.com\/?p=1287"},"modified":"2024-01-12t11:05:17","modified_gmt":"2024-01-12t16:05:17","slug":"primavera-p6-duration-percent-complete-guide","status":"publish","type":"post","link":"\/\/www.deco-dalles.com\/primavera-p6-duration-percent-complete-guide\/","title":{"rendered":"duration percent complete in primavera p6 – the missing guide"},"content":{"rendered":"
there are many different methods for calculation of actual progress in primavera p6. \u00a0these methods involve using many fields and settings, including:<\/p>\n
i will explain duration % complete in this article. other fields and settings will be explained in future articles and we will finally have a complete picture of the whole actual progressing system in primavera p6.<\/p>\n
each activity has three percent complete fields that are calculated all the time:<\/p>\n
only one of these values will be selected by the user as the activity\u2019s progress, even though all of them are calculated all the time. i will explain how to choose the appropriate activity percent complete in future articles.<\/p>\n
the most common problem with duration % complete is that primavera p6 uses a counterintuitive formula. you may expect it to be something like microsoft project\u2019s formula:<\/p>\n
\nduration % complete(ms project) = [actual duration] \/ ( [actual duration] + [remaining duration] )<\/p>\n<\/blockquote>\n
but this is not the p6 formula. duration % complete is calculated with this formula:<\/p>\n
\nduration % complete(p6) = ( [original duration] \u2013 [remaining duration] ) \/ [original duration]<\/p>\n<\/blockquote>\n
this formula uses original duration, which may be different from the current duration. we will check this on the following sample.<\/p>\n
sample: we have an activity with original duration of 20 days. 15 days have passed and we estimate it to finish in 18 days (yes, it\u2019s much longer than we expected initially). \u00a0the original duration does not change automatically after activity\u2019s start.<\/p>\n
original duration: 20d<\/strong>
\nactual duration: 15d<\/strong>
\nremaining duration: 18d<\/strong><\/p>\n[duration % complete] = (20-18)\/20 = 10%<\/strong><\/p>\n
intuitive or msp-like duration % complete = 15\/(15+18) = 45.45%<\/strong><\/p>\n
the following figure shows the initial state of this sample activity (named a1):<\/p>\n
<\/p>\n
let\u2019s say that the activity has started in may 8th<\/strong>. we\u2019ll check the started checkbox and enter the actual start date in its date box.<\/p>\n