Optimizing a Multi Period Deterministic Inventory Routing Problem in Agriculture Industries

This paper develops a solving model for multi-period deterministic inventory routing problem (MP-DIRP) in supply chain focus on agriculture industries. The issue is how to improve the perishable product delivery process from a distribution centre (DC) to a collection of customers over a planning hor...

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Published in:Paper Asia
Main Author: Rahim M.K.I.A.; Harahap A.Z.M.K.; Bolaji B.H.; Ahmad A.N.A.
Format: Article
Language:English
Published: SHPMedia Sdn Bhd 2023
Online Access:https://www.scopus.com/inward/record.uri?eid=2-s2.0-85185322389&doi=10.59953%2fcomp.by.paperasia.v39i5%28b%29.35&partnerID=40&md5=7813e4b827961d684cd9fd23b4f26651
id 2-s2.0-85185322389
spelling 2-s2.0-85185322389
Rahim M.K.I.A.; Harahap A.Z.M.K.; Bolaji B.H.; Ahmad A.N.A.
Optimizing a Multi Period Deterministic Inventory Routing Problem in Agriculture Industries
2023
Paper Asia
39
5
10.59953/comp.by.paperasia.v39i5(b).35
https://www.scopus.com/inward/record.uri?eid=2-s2.0-85185322389&doi=10.59953%2fcomp.by.paperasia.v39i5%28b%29.35&partnerID=40&md5=7813e4b827961d684cd9fd23b4f26651
This paper develops a solving model for multi-period deterministic inventory routing problem (MP-DIRP) in supply chain focus on agriculture industries. The issue is how to improve the perishable product delivery process from a distribution centre (DC) to a collection of customers over a planning horizon. This paper proposed a model to achieve optimization in terms of costs respectively. The transportation problem is solved by using a simulation technique and developed using an algebraic modelling language which is known as a mathematical programming language (AMPL) to find an optimal solution within the period. The route for a distribution centre (DC) is set up by a supplier depending on the number of products assigned to each customer, which contributes to determining the best inventory routing problem (IRP) for each period. As a result, by applying the transportation model developed in this study, it is expected that the industries can achieve optimization by minimizing their total inventory and transportation costs. © 2023, SHPMedia Sdn Bhd. All rights reserved.
SHPMedia Sdn Bhd
2184540
English
Article
All Open Access; Hybrid Gold Open Access
author Rahim M.K.I.A.; Harahap A.Z.M.K.; Bolaji B.H.; Ahmad A.N.A.
spellingShingle Rahim M.K.I.A.; Harahap A.Z.M.K.; Bolaji B.H.; Ahmad A.N.A.
Optimizing a Multi Period Deterministic Inventory Routing Problem in Agriculture Industries
author_facet Rahim M.K.I.A.; Harahap A.Z.M.K.; Bolaji B.H.; Ahmad A.N.A.
author_sort Rahim M.K.I.A.; Harahap A.Z.M.K.; Bolaji B.H.; Ahmad A.N.A.
title Optimizing a Multi Period Deterministic Inventory Routing Problem in Agriculture Industries
title_short Optimizing a Multi Period Deterministic Inventory Routing Problem in Agriculture Industries
title_full Optimizing a Multi Period Deterministic Inventory Routing Problem in Agriculture Industries
title_fullStr Optimizing a Multi Period Deterministic Inventory Routing Problem in Agriculture Industries
title_full_unstemmed Optimizing a Multi Period Deterministic Inventory Routing Problem in Agriculture Industries
title_sort Optimizing a Multi Period Deterministic Inventory Routing Problem in Agriculture Industries
publishDate 2023
container_title Paper Asia
container_volume 39
container_issue 5
doi_str_mv 10.59953/comp.by.paperasia.v39i5(b).35
url https://www.scopus.com/inward/record.uri?eid=2-s2.0-85185322389&doi=10.59953%2fcomp.by.paperasia.v39i5%28b%29.35&partnerID=40&md5=7813e4b827961d684cd9fd23b4f26651
description This paper develops a solving model for multi-period deterministic inventory routing problem (MP-DIRP) in supply chain focus on agriculture industries. The issue is how to improve the perishable product delivery process from a distribution centre (DC) to a collection of customers over a planning horizon. This paper proposed a model to achieve optimization in terms of costs respectively. The transportation problem is solved by using a simulation technique and developed using an algebraic modelling language which is known as a mathematical programming language (AMPL) to find an optimal solution within the period. The route for a distribution centre (DC) is set up by a supplier depending on the number of products assigned to each customer, which contributes to determining the best inventory routing problem (IRP) for each period. As a result, by applying the transportation model developed in this study, it is expected that the industries can achieve optimization by minimizing their total inventory and transportation costs. © 2023, SHPMedia Sdn Bhd. All rights reserved.
publisher SHPMedia Sdn Bhd
issn 2184540
language English
format Article
accesstype All Open Access; Hybrid Gold Open Access
record_format scopus
collection Scopus
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