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- W1598840237 abstract "Max-plus algebra have properties as idempotent semi�eld. Max-plus algebra is constructed by Rmax = R ∪ {−∞} endowed with ⊕ (maximum) and⊗ (addition) operations. The aim of this research determine fastest production time of herbal production machine system in PT. Putro Kinasih with max-plus algebra. Production time is used to optimize the amount of production in orderto meet the ordering herbal products by consumers. Production machine is anexample of a discrete event system. This research determining the input time, x,that is the time when production machine started working. If the matrices A, b,and u are in the max-plus algebra who having component processing time production machine, G (A) is a communication graph of A, and matrix u is the timewhen machines start working and components start to do production processes,then it is known weights circuit G (A). Completion for system x = Ax ⊕ bu is A bu. Circuit weight G (A) will determine the components of the matrix A and x. After input time is obtained and then let the output y, i.e the productionmachine time stopped working. Time of production machine output system isy^T=[15 24 36 41 61 41 61]The results show that the fastest production time of herbal production machinesystem is 61 hours.Key words: production system, max-plus algebra,communication graph, andcircuit weight." @default.
- W1598840237 created "2016-06-24" @default.
- W1598840237 creator A5013969912 @default.
- W1598840237 date "2013-07-01" @default.
- W1598840237 modified "2023-09-27" @default.
- W1598840237 title "DETERMINING FASTEST PRODUCTIONTIME OF HERBAL PRODUCTION MACHINE SYSTEM IN PT. PUTROKINASIH WITH MAX-PLUS ALGEBRA" @default.
- W1598840237 hasPublicationYear "2013" @default.
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