Posted by: | Stijn De Vuyst |
Date: | 2014-04-08 |
Contact: | [email protected] |
Attachment | one attached document |
Open PhD-position in Operations Research at Ghent University
"Approximate Evaluation Techniques for Large Queueing Networks in Production Environments"
A full-time 4-year doctoral scholarship at the Dept. of Industrial Management (EA18), Faculty of Engineering and Architecture, UGent
Project description: A challenging problem in the design and dimensioning of the production layout in manufacturing facilities, is the ability to predict the performance of these systems early in the design phase. A typical production network consists of several interconnected work stations between which items are conveyed along different routes from one station to the next. In turn, a work station consists of a local stock of items in a certain phase of production, waiting to be processed by a machine or worker. Sometimes, the production network is strictly linear, i.e. a production line of subsequent work stations or stages (multi-stage production system). In many cases however, the network forms a general directed (possibly cyclic) graph where several types of items follow a different path over this graph. Design engineers need to know in advance how their design of the production network will perform in terms of achievable throughput, probability of over/understock at the work stations, total lead times, influence of stand-stills or setups and machine usage. This knowledge can then be used to optimise the design, e.g. in terms of topology, routing, stock sizes, number of machines, production rates, etc.
In the project, we will describe such production networks as queueing networks. In literature, the performance evaluation of these networks has been studied extensively, but almost always using exact methods that require a huge amount of computational power. The size of the networks that can be evaluated with these methods is therefore limited. The goal of this project is to develop new methods and refine newly proposed approaches which describe the queueing behaviour in an approximate way, but in return, allow to consider larger networks.
Job Profile: The candidate