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DEVELOPMENT OF THE NETWORK DIAGRAM AND CRITICAL PATH Acknowledgement - A Practical Introduction to Management Science  4 th  edition
BUILDING A HOUSE THE NETWORK DIAGRAM IS ABOUT CREATING RELATIONSHIPSBETWEEN ACTIVITIES
BUILDING A HOUSE RELATIONSHIPS ARE ALSO REFERRED TO AS DEPENDENCIES – THE MOST BASIC IS “FINISH TO START”
BUILDING A HOUSE THUS THE BASIC QUESTION IS WHICH ACTIVITIES MUST BE FINISHED BEFORE WHICH ACTIVITIES CAN START
BUILDING A HOUSE THE USE OF AN ARROW (SPECIFICALLY IN THE NOTATION USED IN THIS EXAMPLE) SHOWS THIS RELATIONSHIP Activity A Must Be Finished Before B Can Start A B
BUILDING A HOUSE THE USE OF AN ARROW (SPECIFICALLY IN THE NOTATION USED IN THIS EXAMPLE) SHOWS THIS RELATIONSHIP But Activity E, F and G Don’t Have to Wait for Each Other D E F G Frame HVAC Rough Electric H Sheet Rock
BUILDING A HOUSE THE USE OF AN ARROW (SPECIFICALLY IN THE NOTATION USED IN THIS EXAMPLE) SHOWS THIS RELATIONSHIP Note That E, F and G Don’t Have to Start and Finish At The Same Time D E F G Frame HVAC Rough Electric H Sheet Rock
BUILDING A HOUSE THE USE OF AN ARROW (SPECIFICALLY IN THE NOTATION USED IN THIS EXAMPLE) SHOWS THIS RELATIONSHIP TheY However Need to Be Finished Before H Can Start D E F G Frame HVAC Rough Electric H Sheet Rock
Task 1 Is to Create These Dependencies By Indicating the Predecessors For Each Activity
SUMMARY OF ACTIVITIES Time Immediate Required Predecessor Activity Description  (in days) Activities A Excavate B Lay foundation C Rough plumbing D Frame E Finish exterior F Install HVAC G Rough electric H Sheet rock I Install cabinets J Paint K Final plumbing L Final electric M Install flooring
SUMMARY OF ACTIVITIES Time Immediate Required Predecessor Activity Description  (in days) Activities A Excavate -- B Lay foundation A C Rough plumbing B D Frame B E Finish exterior D F Install HVAC D G Rough electric D H Sheet rock C, E, F, G I Install cabinets H J Paint H K Final plumbing I L Final electric J M Install flooring K, L
Task 2  TEST THE LOGIC BY CONSTRUCTING THE NETWORK DIAGRAM
An Activity-On-Node (AON) Network Install Cabinets A B C D E F G H I J K L M Excavate Lay Foundation Rough Plumbing Frame Finish Exterior HVAC Rough Electric Sheet Rock Paint Final Plumbing Final Electric Install Flooring
Basic Rules for Constructing the Network Diagram ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Task 3  DETERMINE DURATIONS FOR EACH ACTIVITY
SUMMARY OF ACTIVITIES Time Immediate Required Predecessor Activity Description  (in days) Activities A Excavate 3 -- B Lay foundation 4 A C Rough plumbing 3 B D Frame 10 B E Finish exterior 8 D F Install HVAC 4 D G Rough electric 6 D H Sheet rock 8 C, E, F, G I Install cabinets 5 H J Paint 5 H K Final plumbing 4 I L Final electric 2 J M Install flooring 4 K, L
Task 4 FILL EACH NODE AS FOLLOWS
Information Recorded for Each Node t i  = DURATION required to perform activity  i EST i  = earliest possible start for activity  i EFT i  = earliest possible finish for activity  i LST i  = latest possible start for activity  i LFT i  = latest possible finish for activity  i i t i EST i EFT i LST i LFT i
Task 5 CALCULATE THE FORWARD AND THE BACKWARD PASS
[object Object],[object Object]
The Forward Pass ,[object Object],[object Object],[object Object]
Results of the Forward Pass 25 33 8 33 38 5 0 3 3 7 17 10 3 7 4 Note:   EST H =MAX(EFT C ,EFT E ,EFT F ,EFT G )=25 H E 17 25 8 J 33 38 5 I K 38 42 4 L 38 40 2 M 42 46 4 A F 17 21 4 G 17 23 6 D C 7 10 3 B
The Backward Pass ,[object Object],[object Object],[object Object]
Results of the Backward Pass Note:  LFT H =MIN(LST I ,LST J )=33 LFT D =MIN(LST E ,LST F  ,LST G )=17 LFT B =MIN(LST C ,LST D )=7 25 33 8 0 3 3 7 17 10 3 7 4 0 3 3 7 22 25 17 7 17 25 21 25 25 19 25 33 33 38 35 40 42 42 40 42 46 38 3 H E 17 25 8 J 33 38 5 I 33 38 5 K 38 42 4 L 38 40 2 M 42 46 4 A F 17 21 4 G 17 23 6 D C 7 10 3 B
Task 6 DETERMINE THE CRITICAL PATH
Determining The Critical Path ,[object Object],[object Object],[object Object],[object Object]
The Critical Path Note:  Slack = LST i -EST i  and  LFT i -EFT i 25 33 8 M 42 46 4 7 17 10 0 3 3 7 22 25 17 7 17 25 21 25 25 19 25 33 33 38 35 40 42 42 40 42 46 38 Slack=0 Slack=0 Slack=0 Slack=15 Slack=0 Slack=4 Slack=2 Slack=0 Slack=0 Slack=0 Slack=2 Slack=2 Slack=0 H E 17 25 8 J 33 38 5 I 33 38 5 K 38 42 4 L 38 40 2 A 0 3 3 F 17 21 4 G 17 23 6 D C 7 10 3 B 3 7 4
The Network Diagram and Critical Path

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The Network Diagram and Critical Path

  • 1. DEVELOPMENT OF THE NETWORK DIAGRAM AND CRITICAL PATH Acknowledgement - A Practical Introduction to Management Science 4 th edition
  • 2. BUILDING A HOUSE THE NETWORK DIAGRAM IS ABOUT CREATING RELATIONSHIPSBETWEEN ACTIVITIES
  • 3. BUILDING A HOUSE RELATIONSHIPS ARE ALSO REFERRED TO AS DEPENDENCIES – THE MOST BASIC IS “FINISH TO START”
  • 4. BUILDING A HOUSE THUS THE BASIC QUESTION IS WHICH ACTIVITIES MUST BE FINISHED BEFORE WHICH ACTIVITIES CAN START
  • 5. BUILDING A HOUSE THE USE OF AN ARROW (SPECIFICALLY IN THE NOTATION USED IN THIS EXAMPLE) SHOWS THIS RELATIONSHIP Activity A Must Be Finished Before B Can Start A B
  • 6. BUILDING A HOUSE THE USE OF AN ARROW (SPECIFICALLY IN THE NOTATION USED IN THIS EXAMPLE) SHOWS THIS RELATIONSHIP But Activity E, F and G Don’t Have to Wait for Each Other D E F G Frame HVAC Rough Electric H Sheet Rock
  • 7. BUILDING A HOUSE THE USE OF AN ARROW (SPECIFICALLY IN THE NOTATION USED IN THIS EXAMPLE) SHOWS THIS RELATIONSHIP Note That E, F and G Don’t Have to Start and Finish At The Same Time D E F G Frame HVAC Rough Electric H Sheet Rock
  • 8. BUILDING A HOUSE THE USE OF AN ARROW (SPECIFICALLY IN THE NOTATION USED IN THIS EXAMPLE) SHOWS THIS RELATIONSHIP TheY However Need to Be Finished Before H Can Start D E F G Frame HVAC Rough Electric H Sheet Rock
  • 9. Task 1 Is to Create These Dependencies By Indicating the Predecessors For Each Activity
  • 10. SUMMARY OF ACTIVITIES Time Immediate Required Predecessor Activity Description (in days) Activities A Excavate B Lay foundation C Rough plumbing D Frame E Finish exterior F Install HVAC G Rough electric H Sheet rock I Install cabinets J Paint K Final plumbing L Final electric M Install flooring
  • 11. SUMMARY OF ACTIVITIES Time Immediate Required Predecessor Activity Description (in days) Activities A Excavate -- B Lay foundation A C Rough plumbing B D Frame B E Finish exterior D F Install HVAC D G Rough electric D H Sheet rock C, E, F, G I Install cabinets H J Paint H K Final plumbing I L Final electric J M Install flooring K, L
  • 12. Task 2 TEST THE LOGIC BY CONSTRUCTING THE NETWORK DIAGRAM
  • 13. An Activity-On-Node (AON) Network Install Cabinets A B C D E F G H I J K L M Excavate Lay Foundation Rough Plumbing Frame Finish Exterior HVAC Rough Electric Sheet Rock Paint Final Plumbing Final Electric Install Flooring
  • 14.
  • 15. Task 3 DETERMINE DURATIONS FOR EACH ACTIVITY
  • 16. SUMMARY OF ACTIVITIES Time Immediate Required Predecessor Activity Description (in days) Activities A Excavate 3 -- B Lay foundation 4 A C Rough plumbing 3 B D Frame 10 B E Finish exterior 8 D F Install HVAC 4 D G Rough electric 6 D H Sheet rock 8 C, E, F, G I Install cabinets 5 H J Paint 5 H K Final plumbing 4 I L Final electric 2 J M Install flooring 4 K, L
  • 17. Task 4 FILL EACH NODE AS FOLLOWS
  • 18. Information Recorded for Each Node t i = DURATION required to perform activity i EST i = earliest possible start for activity i EFT i = earliest possible finish for activity i LST i = latest possible start for activity i LFT i = latest possible finish for activity i i t i EST i EFT i LST i LFT i
  • 19. Task 5 CALCULATE THE FORWARD AND THE BACKWARD PASS
  • 20.
  • 21.
  • 22. Results of the Forward Pass 25 33 8 33 38 5 0 3 3 7 17 10 3 7 4 Note: EST H =MAX(EFT C ,EFT E ,EFT F ,EFT G )=25 H E 17 25 8 J 33 38 5 I K 38 42 4 L 38 40 2 M 42 46 4 A F 17 21 4 G 17 23 6 D C 7 10 3 B
  • 23.
  • 24. Results of the Backward Pass Note: LFT H =MIN(LST I ,LST J )=33 LFT D =MIN(LST E ,LST F ,LST G )=17 LFT B =MIN(LST C ,LST D )=7 25 33 8 0 3 3 7 17 10 3 7 4 0 3 3 7 22 25 17 7 17 25 21 25 25 19 25 33 33 38 35 40 42 42 40 42 46 38 3 H E 17 25 8 J 33 38 5 I 33 38 5 K 38 42 4 L 38 40 2 M 42 46 4 A F 17 21 4 G 17 23 6 D C 7 10 3 B
  • 25. Task 6 DETERMINE THE CRITICAL PATH
  • 26.
  • 27. The Critical Path Note: Slack = LST i -EST i and LFT i -EFT i 25 33 8 M 42 46 4 7 17 10 0 3 3 7 22 25 17 7 17 25 21 25 25 19 25 33 33 38 35 40 42 42 40 42 46 38 Slack=0 Slack=0 Slack=0 Slack=15 Slack=0 Slack=4 Slack=2 Slack=0 Slack=0 Slack=0 Slack=2 Slack=2 Slack=0 H E 17 25 8 J 33 38 5 I 33 38 5 K 38 42 4 L 38 40 2 A 0 3 3 F 17 21 4 G 17 23 6 D C 7 10 3 B 3 7 4