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SUBJECT
PROJECT MANAGEMENT & ENGINEERING
ECONOMICS (PMEE)
CONTENTS
CRITICAL PATH METHOD & PROGRAM EVALUATION AND REVIEW
TECHNIQUE
(CPM & PERT )
Compiled By : Deepak Narayan Paithankar
Assistant Professor, Department of Civil Engineering, Sanjivani College of Engineering, Kopargaon.
FLOW OF
PRESENTATION
 INTRODUCTION
 NETWORK PLANNING
 ESTIMATING TIME
 CPM
 PERT
Project
Management
Project
• A project is an interrelated set of activities that has a definite
starting and ending point and that results in a unique product
or service.
Project management
• Project management is a scientific way of planning, implementing,
monitoring & controlling the various aspects of a project such as time,
money, materials, manpower & other resources.
4
Project Managem ent Tools
•
•
•
Older sim pler - Gantt Chart
More m odern – CPM/ PERT
N ewest – Microsoft Project ™
Gantt Chart
Activity
Foundation
Framing
Plumbing
Electrical
Wall Board
Siding
Paint Interior
Paint Exterior
Fixtures
Start 5
Days After Start
10 15 20 25 30 35 40 45 50
5 10 15 20 25 30
Days After Start
Start 35 40 45 50
5
6
Advantages of Gantt
1. Easy to understand
2. Easy to construct
Network Planning
Methods
 Methods used for network planning are:
CPM
PERT
 Managing a project with network planning methods involves four steps:
1.
2.
3.
4.
Describing the Project.
Diagramming the Network.
Estimating time of completion.
Monitoring Project Progress.
Network Diagram
Concepts
• Activity
• Precedence relationship
• Successor
• Event
Guidelines for network diagram
1. Before an activity can begin, its preceding
activities must be completed.
2. Arrows indicate logical precedence.
3. Flow of the diagram is from left to right.
4. Arrows should not intersect.
5. Dangling should be avoided.
APPRAOCHES FOR
NETWORK DIAGRAM
ACTIVITY ON ARC(AOA):
• Uses arcs to represent activities and nodes
to represent events.
• It is Event Oriented.
3
1 876
54
2
DUMMY
ACTIVITY
AOA approach requires the addition of a
Activity to clarify the precedence relationships
the two activities. It is a zero time activity and
consumes no resources.
Dummy
between
Dummy Activity is used in two situations:
1) When two or more activities start and end at the same
nodes
1 3
2
2) When two or more activities share the same
precedence activity but not all the precedence are
shared.
1 3 5
6
7
2 4
Uses nodes to represent activities
precedence relationships between
It is Activity Oriented.
and arcs indicate
them.
ACTIVITY ON
NODE(AON):
ESTIMATING TIME OF
COMPLETION
Planning the schedule of the project
Time estimates include:
1) Total time for completion.
2) ES- Earliest start time: the earliest time at which the activity
can start given that its precedent activities must be completed first.
3) EF-Earliest finish time: equals to the earliest start time for the activity
plus the time required to complete the activity.
4) LF- Latest finish time: the latest time in which the activity can be
completed without delaying the project.
5) LS- Latest start time: equal to the latest finish time minus the time
required to complete the activity.
6) FORWARD PASS:
The early start and early finish times are calculated by
moving forward through the network and considering the
predecessor activities Considers maximum
7) BACKWARD PASS:
The latest start and finish times are calculated by moving backward through the
network.
Considers minimum
8) SLACK TIME:
Slack time for an activity is the difference between its earliest and latest start
time or between the earliest and latest finish time.
Critical path is the path of activities having zero Slack time.
A Simple Project
Activity Immediate
Predecessor
Expected
Time
5
6
4
2
A
B
C
D
-
-
A
A, B
Precedence Diagram
ES
EF
LS
LF
Slack
Earliest Starting (time)
Earliest Finishing
Latest Starting
Latest Finishing
Difference Time
Project Management & Engineering Economics
CRITICAL PATH
METHODS(CPM)
HISTORY :
It was developed by J.E.KELLY of REMINGTON-RAND
and M.R.WALKER of DU PONT and the emphasis was
on the trade-off between the cost of project and its overall
completion time. The first test was made in 1958,when CPM
was applied to the construction of a new chemical plant.
DEFINITION:
Critical path is the sequence of activities between a project’s
start and finish that takes the longest time to complete.
STEPS IN
DETERMINING
CRITICAL PATH
• Specify the individual activities.
• Determine the sequence of the activities.
• Draw the network diagram.
• Estimate the activity completion time.
• Identify the critical path.
• Update the CPM diagram.
Activit
y
Preceden
ce
Normal time
(week)
Normal
Cost (Rs)
A - 3 300
B A 3 30
C A 7 420
D A 9 720
E D 5 250
F B,C,E 6 320
G F 4 400
H F 13 780
I G 10 1000
Total 4220
1
3
8
7
65
4
2
Overhead cost as per the given data- Rs.50
Paths in the network diagram :
A-D-F-G-I = 32
A-D-F-H = 31
A-C-F-H = 29
A-C-F-G-I = 30
A-B-E-F-H = 30
A-B-E-F-G-I = 31
Critical path – A-D-F-G-I = 32
1
8
7
6
3
5
4
2
TIME
ESTIMATES
o Optimistic time (to) – It is the shortest time
activity can be completed.
o Most likely time (tm) – It is the probable time
required to perform the activity.
in which the
o Pessimistic time (tp) – It is the longest estimated time
required to perform an activity.
o Expected time
te = to + 4tm + tp
6
STEPS IN
PERT
1. Identify the specific activities.
2. Determine proper sequence of the activities.
3. Construct the network diagram.
4. Estimate the time required for each activity.
5. Determine the critical path.
6. Update the PERT chart.
Activity Descrip
tion
Preced
ence
Optimis
tic time
Most
Likely
time
Pessimi
stic
time
Expecte
d time
A Initial
design
- 12 16 26 17
B Survey
market
A 6 9 18 10
C Build
prototype
A 8 10 18 11
D Test
prototype
C 2 3 4 3
E Redesign
ing
B,D 3 4 11 5
F Market
testing
E 6 8 10 8
G Set up
productio
n
F 15 20 25 20
1 7652
3
A-B-E-F-G = 60
A-C-D-E-F-G = 64 (CRITICAL PATH)
4
Advantages of PERT
• Expected project completion time.
• Probability of completion before a specified date.
• The critical path activities that directly impact the completion
time.
• The activities that have slack time and that can lend resources
to critical path activities.
• Activity start and end dates.
LIMITATIONS
• The PERT Formula Requires Too Much Work.
• The network charts tend to be large and unwieldy.
• Calculating the time estimates is very complex for all the
activities.
• Updating of the project is time consuming and requires high
costs.
• Emphasis is laid only on time factors and cost factors are
neglected.
Difference between
CPM & PERT
Thank
You
…

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Project Management & Engineering Economics

  • 1. SUBJECT PROJECT MANAGEMENT & ENGINEERING ECONOMICS (PMEE) CONTENTS CRITICAL PATH METHOD & PROGRAM EVALUATION AND REVIEW TECHNIQUE (CPM & PERT ) Compiled By : Deepak Narayan Paithankar Assistant Professor, Department of Civil Engineering, Sanjivani College of Engineering, Kopargaon.
  • 2. FLOW OF PRESENTATION  INTRODUCTION  NETWORK PLANNING  ESTIMATING TIME  CPM  PERT
  • 3. Project Management Project • A project is an interrelated set of activities that has a definite starting and ending point and that results in a unique product or service. Project management • Project management is a scientific way of planning, implementing, monitoring & controlling the various aspects of a project such as time, money, materials, manpower & other resources.
  • 4. 4 Project Managem ent Tools • • • Older sim pler - Gantt Chart More m odern – CPM/ PERT N ewest – Microsoft Project ™
  • 5. Gantt Chart Activity Foundation Framing Plumbing Electrical Wall Board Siding Paint Interior Paint Exterior Fixtures Start 5 Days After Start 10 15 20 25 30 35 40 45 50 5 10 15 20 25 30 Days After Start Start 35 40 45 50 5
  • 6. 6 Advantages of Gantt 1. Easy to understand 2. Easy to construct
  • 7. Network Planning Methods  Methods used for network planning are: CPM PERT  Managing a project with network planning methods involves four steps: 1. 2. 3. 4. Describing the Project. Diagramming the Network. Estimating time of completion. Monitoring Project Progress.
  • 8. Network Diagram Concepts • Activity • Precedence relationship • Successor • Event
  • 9. Guidelines for network diagram 1. Before an activity can begin, its preceding activities must be completed. 2. Arrows indicate logical precedence. 3. Flow of the diagram is from left to right. 4. Arrows should not intersect. 5. Dangling should be avoided.
  • 10. APPRAOCHES FOR NETWORK DIAGRAM ACTIVITY ON ARC(AOA): • Uses arcs to represent activities and nodes to represent events. • It is Event Oriented. 3 1 876 54 2
  • 11. DUMMY ACTIVITY AOA approach requires the addition of a Activity to clarify the precedence relationships the two activities. It is a zero time activity and consumes no resources. Dummy between Dummy Activity is used in two situations: 1) When two or more activities start and end at the same nodes 1 3 2
  • 12. 2) When two or more activities share the same precedence activity but not all the precedence are shared. 1 3 5 6 7 2 4
  • 13. Uses nodes to represent activities precedence relationships between It is Activity Oriented. and arcs indicate them. ACTIVITY ON NODE(AON):
  • 14. ESTIMATING TIME OF COMPLETION Planning the schedule of the project Time estimates include: 1) Total time for completion. 2) ES- Earliest start time: the earliest time at which the activity can start given that its precedent activities must be completed first. 3) EF-Earliest finish time: equals to the earliest start time for the activity plus the time required to complete the activity. 4) LF- Latest finish time: the latest time in which the activity can be completed without delaying the project. 5) LS- Latest start time: equal to the latest finish time minus the time required to complete the activity.
  • 15. 6) FORWARD PASS: The early start and early finish times are calculated by moving forward through the network and considering the predecessor activities Considers maximum 7) BACKWARD PASS: The latest start and finish times are calculated by moving backward through the network. Considers minimum 8) SLACK TIME: Slack time for an activity is the difference between its earliest and latest start time or between the earliest and latest finish time. Critical path is the path of activities having zero Slack time.
  • 16. A Simple Project Activity Immediate Predecessor Expected Time 5 6 4 2 A B C D - - A A, B
  • 18. ES EF LS LF Slack Earliest Starting (time) Earliest Finishing Latest Starting Latest Finishing Difference Time
  • 20. CRITICAL PATH METHODS(CPM) HISTORY : It was developed by J.E.KELLY of REMINGTON-RAND and M.R.WALKER of DU PONT and the emphasis was on the trade-off between the cost of project and its overall completion time. The first test was made in 1958,when CPM was applied to the construction of a new chemical plant. DEFINITION: Critical path is the sequence of activities between a project’s start and finish that takes the longest time to complete.
  • 21. STEPS IN DETERMINING CRITICAL PATH • Specify the individual activities. • Determine the sequence of the activities. • Draw the network diagram. • Estimate the activity completion time. • Identify the critical path. • Update the CPM diagram.
  • 22. Activit y Preceden ce Normal time (week) Normal Cost (Rs) A - 3 300 B A 3 30 C A 7 420 D A 9 720 E D 5 250 F B,C,E 6 320 G F 4 400 H F 13 780 I G 10 1000 Total 4220
  • 24. Overhead cost as per the given data- Rs.50 Paths in the network diagram : A-D-F-G-I = 32 A-D-F-H = 31 A-C-F-H = 29 A-C-F-G-I = 30 A-B-E-F-H = 30 A-B-E-F-G-I = 31
  • 25. Critical path – A-D-F-G-I = 32 1 8 7 6 3 5 4 2
  • 26. TIME ESTIMATES o Optimistic time (to) – It is the shortest time activity can be completed. o Most likely time (tm) – It is the probable time required to perform the activity. in which the o Pessimistic time (tp) – It is the longest estimated time required to perform an activity. o Expected time te = to + 4tm + tp 6
  • 27. STEPS IN PERT 1. Identify the specific activities. 2. Determine proper sequence of the activities. 3. Construct the network diagram. 4. Estimate the time required for each activity. 5. Determine the critical path. 6. Update the PERT chart.
  • 28. Activity Descrip tion Preced ence Optimis tic time Most Likely time Pessimi stic time Expecte d time A Initial design - 12 16 26 17 B Survey market A 6 9 18 10 C Build prototype A 8 10 18 11 D Test prototype C 2 3 4 3 E Redesign ing B,D 3 4 11 5 F Market testing E 6 8 10 8 G Set up productio n F 15 20 25 20
  • 29. 1 7652 3 A-B-E-F-G = 60 A-C-D-E-F-G = 64 (CRITICAL PATH) 4
  • 30. Advantages of PERT • Expected project completion time. • Probability of completion before a specified date. • The critical path activities that directly impact the completion time. • The activities that have slack time and that can lend resources to critical path activities. • Activity start and end dates.
  • 31. LIMITATIONS • The PERT Formula Requires Too Much Work. • The network charts tend to be large and unwieldy. • Calculating the time estimates is very complex for all the activities. • Updating of the project is time consuming and requires high costs. • Emphasis is laid only on time factors and cost factors are neglected.