Application of multi-stage Monte Carlo method for solving machining optimization problems

Enhancing the overall machining performance implies optimization of machining processes, i.e. determination of optimal machining parameters combination. Optimization of machining processes is an active field of research where different optimization methods are being used to determine an optimal comb...

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Main Authors: Miloš Madić, Marko Kovačević, Miroslav Radovanović
Format: Article
Language:English
Published: Growing Science 2014-08-01
Series:International Journal of Industrial Engineering Computations
Subjects:
Online Access:http://www.growingscience.com/ijiec/Vol5/IJIEC_2014_21.pdf
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spelling doaj-c33d9ad047a149779b8f030cb880bb292020-11-24T20:58:41ZengGrowing ScienceInternational Journal of Industrial Engineering Computations1923-29261923-29342014-08-015464765910.5267/j.ijiec.2014.7.002Application of multi-stage Monte Carlo method for solving machining optimization problemsMiloš MadićMarko KovačevićMiroslav RadovanovićEnhancing the overall machining performance implies optimization of machining processes, i.e. determination of optimal machining parameters combination. Optimization of machining processes is an active field of research where different optimization methods are being used to determine an optimal combination of different machining parameters. In this paper, multi-stage Monte Carlo (MC) method was employed to determine optimal combinations of machining parameters for six machining processes, i.e. drilling, turning, turn-milling, abrasive waterjet machining, electrochemical discharge machining and electrochemical micromachining. Optimization solutions obtained by using multi-stage MC method were compared with the optimization solutions of past researchers obtained by using meta-heuristic optimization methods, e.g. genetic algorithm, simulated annealing algorithm, artificial bee colony algorithm and teaching learning based optimization algorithm. The obtained results prove the applicability and suitability of the multi-stage MC method for solving machining optimization problems with up to four independent variables. Specific features, merits and drawbacks of the MC method were also discussed.http://www.growingscience.com/ijiec/Vol5/IJIEC_2014_21.pdfMonte Carlo methodMulti-stageMachiningOptimizationMeta-heuristics
collection DOAJ
language English
format Article
sources DOAJ
author Miloš Madić
Marko Kovačević
Miroslav Radovanović
spellingShingle Miloš Madić
Marko Kovačević
Miroslav Radovanović
Application of multi-stage Monte Carlo method for solving machining optimization problems
International Journal of Industrial Engineering Computations
Monte Carlo method
Multi-stage
Machining
Optimization
Meta-heuristics
author_facet Miloš Madić
Marko Kovačević
Miroslav Radovanović
author_sort Miloš Madić
title Application of multi-stage Monte Carlo method for solving machining optimization problems
title_short Application of multi-stage Monte Carlo method for solving machining optimization problems
title_full Application of multi-stage Monte Carlo method for solving machining optimization problems
title_fullStr Application of multi-stage Monte Carlo method for solving machining optimization problems
title_full_unstemmed Application of multi-stage Monte Carlo method for solving machining optimization problems
title_sort application of multi-stage monte carlo method for solving machining optimization problems
publisher Growing Science
series International Journal of Industrial Engineering Computations
issn 1923-2926
1923-2934
publishDate 2014-08-01
description Enhancing the overall machining performance implies optimization of machining processes, i.e. determination of optimal machining parameters combination. Optimization of machining processes is an active field of research where different optimization methods are being used to determine an optimal combination of different machining parameters. In this paper, multi-stage Monte Carlo (MC) method was employed to determine optimal combinations of machining parameters for six machining processes, i.e. drilling, turning, turn-milling, abrasive waterjet machining, electrochemical discharge machining and electrochemical micromachining. Optimization solutions obtained by using multi-stage MC method were compared with the optimization solutions of past researchers obtained by using meta-heuristic optimization methods, e.g. genetic algorithm, simulated annealing algorithm, artificial bee colony algorithm and teaching learning based optimization algorithm. The obtained results prove the applicability and suitability of the multi-stage MC method for solving machining optimization problems with up to four independent variables. Specific features, merits and drawbacks of the MC method were also discussed.
topic Monte Carlo method
Multi-stage
Machining
Optimization
Meta-heuristics
url http://www.growingscience.com/ijiec/Vol5/IJIEC_2014_21.pdf
work_keys_str_mv AT milosmadic applicationofmultistagemontecarlomethodforsolvingmachiningoptimizationproblems
AT markokovacevic applicationofmultistagemontecarlomethodforsolvingmachiningoptimizationproblems
AT miroslavradovanovic applicationofmultistagemontecarlomethodforsolvingmachiningoptimizationproblems
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