Consider the following production of producing N identical units, which can be modelled using the repetitive project scheduling approach. The data is provided in the following table. B1 ¼ 3 days; B2 ¼ 5 days; B3 ¼ 7 days; Indirect cost per day is 45 TL.
(a) Obtain the optimal project schedule. (b) Suppose the unit crashing cost for activity 4 is reduced by 5 TL. How would the optimal schedule change?
Q138;
Consider the following production of producing N identical units, which can be modeled using the repetitive project scheduling approach. The data is provided in the following table.
The minimum time buffers between two consecutive activities are given as follows: B1 ¼ 10 days; B2 ¼ 10 days; B3 ¼ 10 days; B4 ¼ 8 days and B5 ¼ 8 days. Indirect cost per day is 40 TL. (a) Draw the WP progress lines diagram of activities with normal durations. (b) Find the total duration and draw the WP progress lines diagram when you crash activities according to the net gain they provide.
