Economic Disposal Quantity of Leftovers kept in storage: a Monte Carlo simulation method

This article describes how to reach an item’s threshold, or in other words, the limit time for it to be retrieved from stock and sold for a different use, as well as the remaining foreseen period for this situation to occur. Once a minimum length, or weight, is reached, left quantities are more diff...

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Main Authors: Assis R., Marques P. Carmona, Santos J. Oliveira, Vidal R.
Format: Article
Language:English
Published: De Gruyter 2019-10-01
Series:Open Engineering
Subjects:
Online Access:https://doi.org/10.1515/eng-2019-0062
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spelling doaj-72970bb781db4ee59ccd8088e1f095ca2021-09-05T20:44:50ZengDe GruyterOpen Engineering2391-54392019-10-019152252910.1515/eng-2019-0062eng-2019-0062Economic Disposal Quantity of Leftovers kept in storage: a Monte Carlo simulation methodAssis R.0Marques P. Carmona1Santos J. Oliveira2Vidal R.3Industrial Engineering and Management, Universidade Lusófona de Humanidades e Tecnologia, Lisbon, PortugalIndustrial Engineering and Management, Universidade Lusófona de Humanidades e Tecnologia, Lisbon, PortugalIndustrial Engineering and Management, Universidade Lusófona de Humanidades e Tecnologia, Lisbon, PortugalIndustrial Engineering and Management, Universidade Lusófona de Humanidades e Tecnologia, Lisbon, PortugalThis article describes how to reach an item’s threshold, or in other words, the limit time for it to be retrieved from stock and sold for a different use, as well as the remaining foreseen period for this situation to occur. Once a minimum length, or weight, is reached, left quantities are more difficult to sell, as demand often exceeds the remaining parts or leftovers. The number of unfulfilled orders increases, as time goes by, until it becomes further cost effective to dispose the leftover and sell it for a lower price and alternative use. A Monte Carlo simulation model was built in order to consider the randomness of future transactions and quantifying consequences providing this way a simple and effective decision-making framework.https://doi.org/10.1515/eng-2019-0062decision-makingeconomical optimizationmonte-carlo simulationstochastic process
collection DOAJ
language English
format Article
sources DOAJ
author Assis R.
Marques P. Carmona
Santos J. Oliveira
Vidal R.
spellingShingle Assis R.
Marques P. Carmona
Santos J. Oliveira
Vidal R.
Economic Disposal Quantity of Leftovers kept in storage: a Monte Carlo simulation method
Open Engineering
decision-making
economical optimization
monte-carlo simulation
stochastic process
author_facet Assis R.
Marques P. Carmona
Santos J. Oliveira
Vidal R.
author_sort Assis R.
title Economic Disposal Quantity of Leftovers kept in storage: a Monte Carlo simulation method
title_short Economic Disposal Quantity of Leftovers kept in storage: a Monte Carlo simulation method
title_full Economic Disposal Quantity of Leftovers kept in storage: a Monte Carlo simulation method
title_fullStr Economic Disposal Quantity of Leftovers kept in storage: a Monte Carlo simulation method
title_full_unstemmed Economic Disposal Quantity of Leftovers kept in storage: a Monte Carlo simulation method
title_sort economic disposal quantity of leftovers kept in storage: a monte carlo simulation method
publisher De Gruyter
series Open Engineering
issn 2391-5439
publishDate 2019-10-01
description This article describes how to reach an item’s threshold, or in other words, the limit time for it to be retrieved from stock and sold for a different use, as well as the remaining foreseen period for this situation to occur. Once a minimum length, or weight, is reached, left quantities are more difficult to sell, as demand often exceeds the remaining parts or leftovers. The number of unfulfilled orders increases, as time goes by, until it becomes further cost effective to dispose the leftover and sell it for a lower price and alternative use. A Monte Carlo simulation model was built in order to consider the randomness of future transactions and quantifying consequences providing this way a simple and effective decision-making framework.
topic decision-making
economical optimization
monte-carlo simulation
stochastic process
url https://doi.org/10.1515/eng-2019-0062
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AT santosjoliveira economicdisposalquantityofleftoverskeptinstorageamontecarlosimulationmethod
AT vidalr economicdisposalquantityofleftoverskeptinstorageamontecarlosimulationmethod
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