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We could compute the velocity of the chart by showing if we are slowing down, if we are stable or if we are accelerating the process. It could be a second curve on the other one or above the other one.
How to compute it? (brainstorm mode).
Every hour we have a total number T. The differential is then T(n-1) - T(n) / 1h
so if the number is negative the project is slowing down and if positive it is accelerating.
Per hour will probably be noisy and it might be better to do it by day or per week. So basically
Current_speed = T(24h ago)-T(now) / 24h
we can also shows speed variations over the project life: Speed(2 days ago) - Speed(1 day ago) / total_mean_speed.
If the number is under from 0 to 1 the project is slowing.
if the number is above 1 the project is accelerating.
Too long under 1 means we are entering a danger zone of backlog.
The text was updated successfully, but these errors were encountered:
We could compute the velocity of the chart by showing if we are slowing down, if we are stable or if we are accelerating the process. It could be a second curve on the other one or above the other one.
How to compute it? (brainstorm mode).
Every hour we have a total number
T
. The differential is thenT(n-1) - T(n) / 1h
so if the number is negative the project is slowing down and if positive it is accelerating.
Current_speed =
T(24h ago)-T(now) / 24h
we can also shows speed variations over the project life:
Speed(2 days ago) - Speed(1 day ago) / total_mean_speed
.Too long under 1 means we are entering a danger zone of backlog.
The text was updated successfully, but these errors were encountered: