Propose a Polynomial Time Algorithm for Total Completion Time Objective

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Date

2021

Authors

Yucel Yilmaz Ozturkoglu
Ömer Öztürkoǧlu

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Volume Title

Publisher

International Journal of Mathematical Engineering and Management Sciences

Open Access Color

GOLD

Green Open Access

No

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No
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Abstract

In this study we integrate deteriorate jobs with repair&maintenance activity on a single machine scheduling subject to total completion time. This work has more than one motivation. First jobs are assigned to machines in an automated production line. Later to schedule the maintenance activities if needed to prevent machinery from breaking down later. There are some important mathematical models to solve this combination. However due to the complexity of the problem which is Np-hard a polynomial algorithm should be needed for solving large problems. Therefore this article introduces several polnomial algorithms to determine the order of things best. With using these algorithms it will be possible to determine where to assign to the schedule taking into account the number of maintenance activities required and their optimum total completion time. © 2023 Elsevier B.V. All rights reserved.

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Keywords

Deteriorated Job, Rate-modifying-activity, Scheduling, Total Completion Time, Job Shop Scheduling, Repair, Scheduling Algorithms, Automated Productions, Breakings, Deteriorated Jobs, Maintenance Activity, Polynomial-time Algorithms, Production Line, Rate-modifying Activity, Scheduling, Single-machine Scheduling, Total Completion Time, Polynomial Approximation, Job shop scheduling, Repair, Scheduling algorithms, Automated productions, Breakings, Deteriorated jobs, Maintenance activity, Polynomial-time algorithms, Production line, Rate-modifying activity, Scheduling, Single-machine scheduling, Total completion time, Polynomial approximation, total completion time, Technology, T, rate-modifying-activity, QA1-939, deteriorated job, scheduling, Mathematics

Fields of Science

0211 other engineering and technologies, 02 engineering and technology

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Source

International Journal of Mathematical, Engineering and Management Sciences

Volume

6

Issue

Start Page

932

End Page

943
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