求助PDF
{"title":"Comparison of optimal distribution route for personal protection equipment by saving matrix and tabu search methods using nearest neighbor approach at covid-19 referral hospitals in west java","authors":"N. S. Kurnia, S. Salsabila, S. Sihombing, I. Kharisma, A. Anwar","doi":"10.17762/TURCOMAT.V12I7.3815","DOIUrl":null,"url":null,"abstract":"At the beginning of COVID-19 pandemic in 2020, the disease was spread across the universe. This virus has level of blistering transmission because it can be transmitted through the air. To contain the outbreak, the people need to be self-isolated to minimize interaction with other people. In this case, the health workers are on the front line to combat this COVID-19 pandemic. It is because they must be dealing with the affected patients directly by taking care of them during their self-isolation period. The health workers must wear personal protective equipment (PPE) to avoid the virus transmission. In this turmoil, the availability of personal protective equipment or PPE is quite worrying. Therefore, the Indonesian government and every government around the world are arm in arm organize a worldwide aid in the form of PPE distribution through referral hospitals, with the objective of making the health workers safer. This research is aimed at conducting a simulation of distribution to obtain PPE route distribution in a more effective and efficient ways to get an optimal route. In this case, this research had been conducted by comparing two methods: Saving matrix and tabu search for Hazmat suit distribution. Apart from getting an optimal route, the cost and time could be pushed more effectively to clock the fastest time in distribution with the fewest cost of distribution. The simulation of distribution point used was Distribution Center of West Java as an origin point, specifically at the COVID-19 referral hospitals in West Java, which was listed on the PIKOBAR site as the beneficiary of the PPE and the data of health workers in West Java mentioned in Central Agency on Statistics or locally known as BPS as the determinant of the requested PPE numbers. The result of this research showed that Tabu Search method was more optimal compared to Saving Matrix method based on similar approach, Nearest Neighbor, in determining the route that resulted in four distribution routes. This study showed that Saving Matrix research method concluded a mileage of 2.404 km in 80 hours at the cost of Rp. 10.505.968, while Tabu Search concluded a mileage of 2.351 km in 78 hours at the cost of Rp. 10.437.492. © 2021 Karadeniz Technical University. All rights reserved.","PeriodicalId":52230,"journal":{"name":"Turkish Journal of Computer and Mathematics Education","volume":null,"pages":null},"PeriodicalIF":0.0000,"publicationDate":"2021-04-16","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"1","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"Turkish Journal of Computer and Mathematics Education","FirstCategoryId":"1085","ListUrlMain":"https://doi.org/10.17762/TURCOMAT.V12I7.3815","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"Q4","JCRName":"Social Sciences","Score":null,"Total":0}
引用次数: 1
引用
批量引用
基于最近邻法的保存矩阵法和禁忌搜索法在西爪哇covid-19转诊医院个人防护装备最优分配路径的比较
在2020年新冠肺炎大流行之初,疫情在全球蔓延。这种病毒有一定程度的水泡传播,因为它可以通过空气传播。为了控制疫情,人们需要自我隔离,以尽量减少与其他人的互动。在这种情况下,卫生工作者站在抗击COVID-19大流行的第一线。因为他们必须在自我隔离期间照顾患者,直接与患者打交道。卫生工作者必须穿戴个人防护装备,避免病毒传播。在这场动荡中,个人防护装备(PPE)的可得性相当令人担忧。因此,印度尼西亚政府和世界各国政府携手合作,通过转诊医院分发个人防护装备,在全球范围内提供援助,目的是使卫生工作者更安全。本研究旨在对PPE路径分布进行仿真,以更有效、高效的方式获得最优路径。在此情况下,本研究通过比较节省矩阵法和禁忌搜索法两种方法对危险防护服分布进行了研究。除了获得最优路线外,还可以更有效地推动成本和时间,以最小的配送成本获得最快的配送时间。所使用的分发点模拟是以西爪哇分发中心为起点,特别是在西爪哇的COVID-19转诊医院,PIKOBAR网站将其列为个人防护装备的受益者,并将中央统计局或当地称为BPS的西爪哇卫生工作者的数据列为所要求的个人防护装备数量的决定因素。研究结果表明,禁忌搜索法比基于最近邻方法的保存矩阵法在确定路线方面更优,得到四条配送路线。本研究表明,节约矩阵研究方法以Rp. 10.505.968为代价,80小时行驶里程为2.404 km;禁忌搜索以Rp. 10.437.492为代价,78小时行驶里程为2.351 km。©2021卡拉德尼兹技术大学。版权所有。
本文章由计算机程序翻译,如有差异,请以英文原文为准。