Parallel machine scheduling problem with sequence dependent setup times : a case study at a wheat mill

Scheduling is a key factor for delivering a quality and reliable product. The sudden interest in scheduling problems over the past forty years emphasizes the new opportunity created by using scheduling tools (K r and Yazgan 2016). Scheduling tools enable companies around the world to minimize non-value added factors like setup times, setup cost and changeovers. On time delivery of products are achieved by optimizing the scheduling of production,(Gupta and Chantaravarapan 2008). This project focuses on a wheat mill in Silverton, Gauteng. This report considers a parallel machine scheduling problem, with sequence dependent setup times for the production of our products. The total demand of each job must be processed at the same time, not allowing preemption. The primary objective of the schedule is to minimize the total production time. A Mathematical programming formulation shall form the basis of solving the problem. Five heuristic rules are used. Results were obtained by running all of the heuristic rules over thirty random demand scenarios. The optimal heuristic rule was determined as the process with the most robustness to change in input data. In this project the largest ushing times heuristic rule performed the best. The heuristic chosen as the best can easily be implemented by the company. No additional resources have to be bought. The solution have been tested against real world data and delivered excellent results. The current run time for the best heuristic rule is 0.0005 seconds. The current scheduling method will schedule all the demand in approximately 23.9 days. The new heuristic rule scheduling method will be able to produce all the demand in just 18.73 days. The nancial impact of implementing the optimal heuristic rule saves the company up to R653.00 on electricity, R430.00 on water and R18 000.00 on overtime per day. That lead to a total savings of R19 083.00 per day. The new heuristic will eliminate four days of production. Equaling the total savings to R76 332.00 for four days.Mini Dissertation (BEng)--University of Pretoria, 2016.Industrial and Systems EngineeringBEng (Industrial)Unrestricte