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The concept of the critical path is widely adopted by project managers to identify those activities most worthy of their attention. When resource availability is limited, the critical path is determined not only by the technology relationships but also the resource dependencies. The method of calculating resource constrained float proposed by Bowers is carefully examined and modified in this paper. A new type oflink "precedence link" is proposed in this paper. By introducing the precedence links, the calculation oflatest start times of activities is easier than Bowers' method. Experimental results indicate that the proposed method is able to identify the critical paths for the schedules of Patterson's 110 test projects.

Resource constrained project scheduling using simulated annealing and tabu search