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Absence Rates Project Time Formula

Learn how expected team absence rates are used to estimate a project’s adjusted duration, capacity, and schedule extension.

This calculation estimates how long a fixed project workload may take when the team is not available for every planned working day. It converts the absence rate into average available capacity, then divides the workload by that reduced capacity.

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Absence-Adjusted Project Duration

Adjusted working days = Project workload ÷ [Team size × (1 − Absence rate ÷ 100)]

Where:

First reduce the team size by the expected absence percentage. Then divide the total person-day workload by the reduced average team capacity.

Variables Explained

VariableWhat It MeansUnit
projectWorkload - Project workloadThe total effort required to complete the project.person-days
teamSize - Team sizeThe average number of full-time equivalent people assigned to the project.number
absenceRate - Expected absence rateThe share of planned working time expected to be unavailable.percent
effectiveTeamSize - Effective team sizeThe average available team capacity after allowing for absence.number
plannedWorkingDays - Planned working daysThe duration estimated when the entire team is available.days
workdaysPerWeek - Working days per weekThe number of project working days in a normal week.days

Step-by-Step Calculation

1

Calculate the fully available duration

Divide the total person-day workload by the full team size to find the original working-day plan.

plannedWorkingDays = projectWorkload / teamSize

2

Convert absence rate to an availability factor

Subtract the absence rate from 100% to find the share of capacity expected to remain available.

availabilityFactor = 1 - absenceRate / 100

3

Calculate effective team capacity

Apply the availability factor to the planned team size.

effectiveTeamSize = teamSize * (1 - absenceRate / 100)

4

Calculate the adjusted working-day duration

Divide the unchanged workload by the lower average available capacity.

adjustedWorkingDays = projectWorkload / effectiveTeamSize

5

Find the schedule extension

Subtract the original full-attendance duration from the absence-adjusted duration.

additionalWorkingDays = adjustedWorkingDays - plannedWorkingDays

6

Convert duration to working weeks

Divide adjusted working days by the number of working days in a typical project week.

adjustedProjectWeeks = adjustedWorkingDays / workdaysPerWeek

7

Calculate lost capacity allowance

This estimates the additional person-days of capacity needed to deliver the original workload despite the assumed absence rate.

lostPersonDays = projectWorkload * absenceRate / (100 - absenceRate)

Example: 300 person-day project with a five-person team

Project workload300 person-days
Team size5 people
Expected absence rate6%
Working days per week5 days
1

Planned duration at full attendance

300 / 5

60.0 working days

2

Availability factor

1 - 6 / 100

0.94

3

Effective team size

5 * 0.94

4.70 people

4

Adjusted project duration

300 / 4.70

63.8 working days

5

Schedule extension

63.8 - 60.0

3.8 working days

6

Adjusted duration in weeks

63.8 / 5

12.8 working weeks

7

Expected lost capacity

300 * 6 / (100 - 6)

19.1 person-days

Final Result

Allow approximately 63.8 working days, or 12.8 working weeks, rather than 60.0 working days. The expected schedule extension is 3.8 working days.

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Assumptions

  • Each team member provides broadly similar productive capacity on the project.
  • The absence rate is an average spread across the project rather than a single concentrated event.
  • The project workload stays constant after the estimate is made.
  • Available team capacity can be assigned to the work without major handover or coordination losses.
  • Working days exclude the separate treatment of weekends, public holidays, and other non-working dates.

Limitations

  • !The calculation does not identify whether absence affects a critical specialist or project lead.
  • !It does not include task dependencies, approval delays, rework, scope changes, or supplier delays.
  • !A team’s output may not increase or decrease in direct proportion to headcount because of coordination effects.
  • !Actual absence can vary substantially over short projects or at particular milestones.
  • !The result is a planning estimate rather than a delivery commitment.

Common Mistakes to Avoid

1

Entering calendar days instead of the total effort measured in person-days.

2

Using headcount when some people are only partially assigned to the project.

3

Including annual leave in the absence rate when it has already been removed from planned availability.

4

Treating the adjusted working-day result as a calendar completion date without adding non-working days.

5

Assuming all absences are interchangeable even where one person owns critical work.

6

Using a historical absence rate from a different team or period without checking whether it is relevant.

Related Formulas

Frequently Asked Questions

What is the formula for project duration with an absence rate?

Divide the project workload by team size multiplied by one minus the absence rate as a decimal: projectWorkload / [teamSize × (1 - absenceRate / 100)].

Why does a 6% absence rate add more than 6% to the planned duration?

The remaining 94% of capacity must complete 100% of the work. The duration multiplier is 1 / 0.94, so the estimated duration rises by about 6.4%.

How is effective team size calculated?

Multiply team size by the availability factor. For example, a five-person team with 6% expected absence has effective capacity of 5 × 0.94 = 4.70 people.

How are expected lost person-days calculated?

The calculation is projectWorkload × absenceRate / (100 - absenceRate). It shows the extra capacity allowance needed to complete the original workload.

Can the absence rate be zero?

Yes. At 0%, effective team size equals the planned team size and the adjusted duration equals the original planned duration.

What happens when the absence rate is very high?

Effective capacity becomes very low, so the estimated duration rises sharply. High rates may also make the even-capacity assumption less realistic.

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