

In some situations one may run accross that the initial work rate for a open price contract is going to fast or too slow so it is necessary to vary the rate after the measurement. The formulas above show the simple case where two periods P1 and P2 add up to the total period Pt.
The initial estimate to do work Wt is that a rate of Ro for the time Pt is required. If this rate is used the SPI will be 1 since the planned value will equal the earned value.
On the other hand if we have a rate R1 during P1 which is too low or too high (as in the graph) we need to reduce the rate R2 during P2 in order to reach the goal. The value of R2 to reach the goal is given in formula (5).
The SPI at any point during P1 with rate R1 is obviously higher than 1 (for the example in the graph) and is constant for the period since EV/PV=R1*t/Ro*t= R1/R0.
The SPI during the second period P2 with R2, however, is variable and varies from R1/R0 at the begining of the period to 1 at the end since we calculated R2 with just this purpose in mind. The exact formula can be found by combining the EV/PV from

and equation (5). The result leads to a variable SPI for the period which is somewhat missleading in the sense that if we are using SPI as an indicator it serves us well as we drift from the schedule during P1 and gives us a sense of how much we need to correct during that period.
But once we have started the correction, however, as we have in the second period SPI varies and shows us how close we are to getting to the schedule.
To see the overall trends and for forecasting therefore it is more interesting to use R1/Ro or R2/R0 ratios and not use SPI.





