MODEL PERSEDIAAN ECONOMIC PRODUCTION QUANTITY (EPQ) DENGAN PARAMETER FUZZY DAN WAKTU TUNDA

In this thesis, an EPQ inventory model is constructed,first, by involving demand rate and deterioration rate as fuzzy number, and second, by including delay time in the deterioration term. The objective is to minimize the inventory cost. For the first case, the max-min operator is used to obtain an...

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Main Author: RINCE PUTRI (NIM: 20110012), ARRIVAL
Format: Theses
Language:Indonesia
Online Access:https://digilib.itb.ac.id/gdl/view/15034
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Institution: Institut Teknologi Bandung
Language: Indonesia
id id-itb.:15034
spelling id-itb.:150342017-09-27T14:41:42ZMODEL PERSEDIAAN ECONOMIC PRODUCTION QUANTITY (EPQ) DENGAN PARAMETER FUZZY DAN WAKTU TUNDA RINCE PUTRI (NIM: 20110012), ARRIVAL Indonesia Theses INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/15034 In this thesis, an EPQ inventory model is constructed,first, by involving demand rate and deterioration rate as fuzzy number, and second, by including delay time in the deterioration term. The objective is to minimize the inventory cost. For the first case, the max-min operator is used to obtain an optimal solution of fuzzy total cost. From numerical simulations, results show that the fuzzy total cost is less than the non fuzzy total cost. For the second case, the delay affect the model to have oscillatory and non oscillatory solutions depending on the magnitude of the delay. For this case, the analytic solution using the first order of the Lambert W Function is compared to the numerical solution of the delay differential equation. Results show that both are quite in agreement. text
institution Institut Teknologi Bandung
building Institut Teknologi Bandung Library
continent Asia
country Indonesia
Indonesia
content_provider Institut Teknologi Bandung
collection Digital ITB
language Indonesia
description In this thesis, an EPQ inventory model is constructed,first, by involving demand rate and deterioration rate as fuzzy number, and second, by including delay time in the deterioration term. The objective is to minimize the inventory cost. For the first case, the max-min operator is used to obtain an optimal solution of fuzzy total cost. From numerical simulations, results show that the fuzzy total cost is less than the non fuzzy total cost. For the second case, the delay affect the model to have oscillatory and non oscillatory solutions depending on the magnitude of the delay. For this case, the analytic solution using the first order of the Lambert W Function is compared to the numerical solution of the delay differential equation. Results show that both are quite in agreement.
format Theses
author RINCE PUTRI (NIM: 20110012), ARRIVAL
spellingShingle RINCE PUTRI (NIM: 20110012), ARRIVAL
MODEL PERSEDIAAN ECONOMIC PRODUCTION QUANTITY (EPQ) DENGAN PARAMETER FUZZY DAN WAKTU TUNDA
author_facet RINCE PUTRI (NIM: 20110012), ARRIVAL
author_sort RINCE PUTRI (NIM: 20110012), ARRIVAL
title MODEL PERSEDIAAN ECONOMIC PRODUCTION QUANTITY (EPQ) DENGAN PARAMETER FUZZY DAN WAKTU TUNDA
title_short MODEL PERSEDIAAN ECONOMIC PRODUCTION QUANTITY (EPQ) DENGAN PARAMETER FUZZY DAN WAKTU TUNDA
title_full MODEL PERSEDIAAN ECONOMIC PRODUCTION QUANTITY (EPQ) DENGAN PARAMETER FUZZY DAN WAKTU TUNDA
title_fullStr MODEL PERSEDIAAN ECONOMIC PRODUCTION QUANTITY (EPQ) DENGAN PARAMETER FUZZY DAN WAKTU TUNDA
title_full_unstemmed MODEL PERSEDIAAN ECONOMIC PRODUCTION QUANTITY (EPQ) DENGAN PARAMETER FUZZY DAN WAKTU TUNDA
title_sort model persediaan economic production quantity (epq) dengan parameter fuzzy dan waktu tunda
url https://digilib.itb.ac.id/gdl/view/15034
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