In this paper we study the problem of scheduling n jobs ina one-operator-tw
o-machine flowshop. In such a flowshop, before a machine begins processing
a job, the operator has to set up the machine, and then the machine can pro
cess the job on its own. After a machine finishes processing a job, the ope
rator needs to perform a dismounting operation before setting up the machin
e for another job. The setup and dismounting operations are either separabl
e or nonseparable. The objective is to minimize the makespan. Confining our
study to cyclic-movement schedules which require the operator to move betw
een the two machines according to some cyclic pattern, we show that both th
e cyclic-movement separable and nonseparable setup and dismounting problems
are NP-complete in the strong sense. We then propose some heuristics and a
nalyze their worst-case error bounds. (C) 1999 Elsevier Science Ltd. All ri
ghts reserved.