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Machine breakdown cost (Jabal-Ameli and Arkat 2007) and inverse of the reliability of the system (Das et al. 2007) are two more objective components in order to maximize machine reliability, which will develop cell performance.
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One of the consequences of this transition will be a shift in emphasis from scientific achievement to maximizing machine reliability and availability.
A multi-objective mixed integer programming model of cellular manufacturing system (CMS) design is presented which minimizes the total system costs and maximizes the machine reliabilities along the selected processing routes.
Chapter 12: Machine Reliability & Performance.
* Improves Time Machine reliability with Time Capsule.
Machine reliability has a probabilistic nature.
Further considerations to machine capacity and machine reliability are also given.
Based on the constraint (9), the solution space of the proposed model in the state of considering machine reliability is less than the state of ignoring machine reliability.
The small solution space is the reason that some values given for state of considering machine reliability are less than that for state of ignoring machine reliability.
Machine reliability is defined as R = exp (λt), where λ and t stand for the machine failure rate and machine operation time, respectively.
As stated by Kannan (2011), the severity of machine reliability issues is high in CMS.
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