Earned Value Project Management

Published: 2009-04-01
Last updated: 2022-03-19


Earned Value Project Management uses Earned Value Analysis (EVA), which is another important project controlling tool that helps to control cost and schedule in larger projects or sub-projects. The following example shows how it works.


Let us assume we are at the end of week 16 of a small project with 12 work packages, 7 of which are already completed, and another work package has been started.


Earned Value Analysis Example: Gantt ChartEarned Value Analysis Example: Gantt Chart

Our project account shows the actual cost accrued, AC = 2.3 Mill. $, and the work package experts tell us the value of the work accomplished, earned value, EV = 1.4 Mill. $. The project planning documents show that by the end of week 16 we should have accomplished work corresponding to the planned value, PV = 1.8 Mill. $.


Earned Value Analysis - SnapshotEarned Value Analysis - Snapshot


In earlier presentations of that matter we find

  • Planned Value PV = Budgeted Cost of Work Scheduled BCWS
  • Earned Value EV = Budgeted Cost of Work Performed BCWP
  • Actual Cost AC = Actual Cost of Work Performed ACWP

Performance Indices: CPI & SPI


We use the values PV, EV and AC to calculate Cost Performance Index (CPI) and Schedule Performance Index (SPI):


Earned Value Analysis: Formulas for CPI, SPIEarned Value Analysis: Formulas for CPI, SPI

In our example, we obtain CPI = 0.609 and SPI = 0.778 indicating that we are over budget and behind schedule, because CPI < 1 and SPI < 1.

  • If CPI < 1, the project is over budget
  • If CPI = 1, the project is on budget
  • If CPI > 1, the project is under budget

  • If SPI < 1, the project is behind schedule
  • If SPI = 1, the project is on schedule
  • If SPI > 1, the project is ahead of schedule


Earlier presentations refer to

  • Cost Variance CV = BCWP – ACWP = EV - AC
  • Schedule Variance SV = BCWP – BCWS = EV – PV

In our example, this would lead to a

  • Cost Variance of CV = 1.4 Mill. $ - 2.3 Mill. $ = - 0.9 Mill. $
  • Schedule Variance of SV = 1.4 Mill. $ - 1.8 Mill. $ = - 0.4 Mill. $

Remark


Using earned value analysis might not be sufficient if we need to solve problems of cost or schedule overrun. Under most conditions, we can combine it with other tools like



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