Chapter 8 Flashcards
What causes project trade-offs?
Shifts in the relative importance of criterions related to cost, time, and performance parameters
• Budget-Cost
• Schedule-Time
• Performance-Scope
Managing the Priorities of Project Trade-offs
1. Constrain a parameter is a fixed requirement 2. Enhance optimising a parameter over others 3. Accept reducing (or not meeting) a parameter requirement
Performance, cost and time relationships
- can only fix performance, cost and time simultaneously, if full and complete information on the project is available
IF NOT AVAILABLE: - fix 2 simultaneously, all risks are then automatically transferred to the third
- fix 1, , the other 2 are then traded other off against each other
- thus performance, time and cost must be managed integrally
How to shorten a project that is too long?
- Reduce the work
2. Add more resources among critical path activities
To reduce duration, to which activity on the critical path do we add resources?
the activity with the SMALLEST scope
How far can an activity be reduced?
- reduced to its crash time
- reduced until a parallel non-critical path becomes critical
- whichever happens first
How to reduce cost?
Non-critical activities can be “relaxed” (stretched)
- either to use up their slack times, or
- until they reach their normal time
- whichever happens first.
To reduce cost, which activity on the critical path do we relax first?
non-critical activity with the highest cost
Variability of Activity Duration
the range of possible activity durations can be presented as a distribution curve
PERT Technique
what does it stand for?
Program
Evaluation
and Review
Technique
what is the PERT technique?
- address variability of the duration of activities on the critical path
- treats completion times as probabilistic (stochastic) events
- deals with uncertainty in projects, and to estimate project duration when activity times are hard to estimate
PERT Technique: Durations is based upon three estimates for each activity
a = optimistic m = most likely b = pessimistic
pessimistic duration (b)
exclude highly unlikely events
- earthquakes
- labor strikes
PERT Technique: Compute Expected Time (te) of an activity
te = (a + 4m + b)/6
PERT Technique: Compute Mean Project duration
Sum of te values of activities on the critical path = Te