120 likes | 235 Views
Scheduling Computations for Precedence Networks. Tabular Format (Precedence Diagram). Can be carried out on the tabular form without reference to the diagram. Advantage: the time required to construct the diagram is eliminated. Link Lag.
E N D
Tabular Format (Precedence Diagram) • Can be carried out on the tabular form without reference to the diagram. • Advantage: the time required to construct the diagram is eliminated. DR. Nabil Dmaidi
Link Lag A link lag is the difference between the early start date of an activity and the early finish date of the preceding activity LAGij = ESDj - EFDi DR. Nabil Dmaidi
Determining log Examples: LAG 5-10 = ESD 10 - EFD 5 = 4 - 4 = 0 LAG 15-25 = ESD 25 - EFD 15 = 12 - 7 = 5 LAG 20-25 = ESD 25 - EFD 20 = 12 - 6 = 6 DR. Nabil Dmaidi
Determining the Free-Float • Free Float is the minimum of the log of the link that follows an activity. • Look at the “Pre. column” to find the same number value of EF for terminal activity “not following act.” FFi = Minj- LAG ij FF 35 = LFD 35 - EFD 35 = 20 - 20 = 0 DR. Nabil Dmaidi
Determining the Total Float “Backward” TF i = Min (log ij + TF j ) • Take TF of the terminal activity = 0 or TF 35 = LFD 35 - EFD 35 = 20 - 20 = 0 DR. Nabil Dmaidi
Determining the Total Float “Backward” (cont.) TF 30 = Min (log 30-35 + TF 35 ) = Min ( 7 + 0 ) = 7 No other link TF 20 = Min LAG20-25 + TF 25 = Min 6+0 = 6 LAG20-30 + TF 30 1+7 { { } } DR. Nabil Dmaidi
INTF Float • INTF = TF - FF DR. Nabil Dmaidi
If the free float is zero - no INDF INDF j = FF j - Max _ I ( TF I - LAGIJ ) INDF 20 = FF 20 - Max ( TF 5 - LAG5-20 ) = 1- (0 -0 )=1 INDF 30 = FF 30 – Max TF 15 - LAG15-30 TF 20 - LAG20-30 = 7 - 5 - 0 = 2 6 - 1 { } { } DR. Nabil Dmaidi
Float Determination -Sample Precedence Network DR. Nabil Dmaidi
Late Date Determination -Sample Precedence Network DR. Nabil Dmaidi
Lag Determination -Sample Precedence Network DR. Nabil Dmaidi