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Ding et al. [12] developed a model for optimal maintenance policy selection in palm oil industry.
For the most part, co-culture systems satisfy nearly all of the biophysical requirements for optimal maintenance of hepatocytes in vitro (i.e. cell shape, cell-cell and cell-matrix contacts).
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Various optimization methods and performance indicators have been proposed for the determination of optimal maintenance plans for simple and complex systems.
This contribution focuses on the design of optimal maintenance schedules for metallic structures prone to develop fatigue cracks.
This work presents an integrated system that can help engineers search for the optimal maintenance strategy for deteriorating RC buildings via multi-objective optimization.
This paper characterizes a systematic methodology for selecting optimal maintenance strategies for façades based on different maintenance policies and interaction with the user.
The measurement of track stiffness can help direct the routine maintenance of railway lines and provide a reliable basis for making optimal maintenance strategies.
For determining optimal maintenance strategy fuzzy AHP, fuzzy Topsis and graphical methods of line graph and spider graph have been used by the author.
A method for determining optimal maintenance scheduling of metallic structures considering uncertainties has been proposed herein.
These results highlight the importance of considering all costs when searching for an optimal maintenance schedule, as the optimal solution is evidently a trade off between different factors.
Then, the total costs associated for that optimal maintenance schedule are calculated and plotted in the third column of Fig. 9.
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