基于整数线性规划的休息区停车设计

F. Dianawati, Joshua Kristianto
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引用次数: 2

摘要

2018年,印尼的物流绩效指数在全球排名第46位,在东盟地区排名第5位,基础设施分项指标在其他六个分项指标中排名倒数第二。政府在760公里的跨爪哇收费公路上增加了200条新公路。沿路将设置61个休息区。在开斋节期间,交通流量增加了460%,休息区人满为患,导致严重拥堵。本研究采用整数线性规划(ILP)方法对停车场布局进行建模,确定最优停车角度和停车场数量。我们的目标是最大化停车场的容量。约束条件为停车场宽度(W)、长度(L)、中线面积长度(L’)和非负约束。该研究在Palikanci收费公路207A休息区进行。现有的停车区域被划分为15个区域以适应模型。结果表明,采用整数线性规划可使城市公共汽车/货车的停车容量从41辆增加到105辆,小汽车的停车容量从258辆增加到473辆。本研究将对停车管理的商业利润产生影响,减少收费道路交通拥堵,提高休息区的舒适度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Rest Area Parking Design Using Integer Linear Programming
Indonesia's logistic performance index in 2018 was ranked 46th in the world, and 5th in the ASEAN region, with the infrastructure sub-indicator was the second lowest of six others. The government added new 200 to the 760 kilometres Trans-Java toll road. It will be equipped with 61 rest areas along the road. In Eid al-Fitr holiday, where traffic increased up to 460%, rest areas were full, resulting in heavy congestion. In this research, Integer Linear Programming (ILP) is used to model the parking layout to determine the optimal parking angle and the parking lot number. The objective is to maximize the parking area capacity. The decision variables are the number of parking rows (Xet,θ,Xep,θ,Xe,θ,Xip,θ,Xi,θ) and the number of parking vehicles (Net,θ,Nep,θ,Ne,θ,Nip,θ,Nip,θ) both based on five parking angles (0°, 30°,45°,60°,90°). The constraints are the width of the parking lot (W), the length (L), and length of area in the middle line (L') and non-negative constraints. The study was conducted at rest area km 207A in Palikanci toll road. The existing parking area was divided into 15 areas to fit the model. The result showed that Integer Linear Programming can enhance the parking capacity, from 41 to 105 buses/trucks and 258 to 473 cars. This research will give impact to business profit of the parking management, reduce toll road traffic congestion, and improve the comfort of the rest area.
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