Stanchion System Design for Queue Managemen

dc.contributor.advisorAndrwes, James
dc.contributor.authorSharahili, Waleed
dc.date.accessioned2024-11-03T06:47:12Z
dc.date.issued2024-09-21
dc.description.abstractThis study examines the optimization of queue management systems, focusing on the efficient design of stanchion placements within grid-based configurations. The primary objective was to identify and analyze optimal queue graph configurations that improve flow efficiency and reduce costs. By systematically exploring all possible queue graphs, a framework was established based on two key metrics: the ratio of nodes to stanchions and the number of turns within the queue. Findings indicate that higher node-to-stanchion ratios with fewer turns create more effective queue designs. Additionally, analysis of sub-belt queue graphs revealed that removing a single belt can uncover all potential flow patterns, enabling dynamic adjustments based on real-time data from occupancy detection sensors. These findings suggest that reducing stanchions can significantly lower design costs while maintaining efficiency. This work also refined manual pathfinding strategies through systematic searches, yielding a practical approach for optimizing queue graph configurations.
dc.format.extent42
dc.identifier.citation(Sharahili,2024)
dc.identifier.urihttps://hdl.handle.net/20.500.14154/73422
dc.language.isoen
dc.publisherUniversty of Birmingham
dc.subjectQueue Management System (QMS)
dc.subjectQueue Graph
dc.subjectHamiltonian Path
dc.titleStanchion System Design for Queue Managemen
dc.typeThesis
sdl.degree.departmentSchool of Mathematics
sdl.degree.disciplineApplied Mathematics
sdl.degree.grantorUniversty of Birmingham
sdl.degree.nameMSc Applied Mathematics

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