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Determination of Location and Numbers of Monorail Stops in Surabaya with Max Covering Problem Model

机译:用MAX覆盖问题模型确定SINORAILA中单轨停止的位置和数量

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The Surabaya City Government plans to develop Mass Rapid Transit (MRT). The selected MRT is trams and monorails. The MRT procurement is expected to attract public attention to using public transportation so that it can reduce the use of private vehicles. With the reduction of private vehicles, it is expected to reduce congestion and traffic accidents. For the operation of the MRT, supporting facilities are needed, namely the stop for the monorail. So, the author intends to conduct research to determine the location and number of monorail stops. In this study, the determination of the location and number of monorail stops was determined by the Max Covering Problem model when there was a limit in the number of monorail stops established so as to maximize the number of passengers served, which was preceded by calculating the optimal number of monorail stops with the Set Covering Problem model. The results of calculations using the Set Covering Problem model indicate that there are 62 locations for monorail stops in order to serve the point of demand, totaling 151 locations along the route. If it turns out the government has budget constraints in the construction of monorail stops in 62 predetermined locations, then the calculation using the Max Covering Problem model is obtained by choosing 50 locations for monorail stops.
机译:泗水市政府计划开发质量快速过境(MRT)。所选的MRT是电车和单轨。预计MRT采购将吸引公众对使用公共交通的关注,以减少私人车辆的使用。随着私人车辆的减少,预计将减少拥堵和交通事故。对于MRT的运行,需要支撑设施,即单轨的停止。因此,提交人打算进行研究,以确定单轨停止的位置和数量。在这项研究中,当建立的单轨挡块的数量有极限时,通过最大覆盖问题模型确定了单轨终止的位置和数量的确定,以便最大化所服务的乘客数量,这是计算的使用SET覆盖问题模型的最佳单轨停止。使用集合覆盖问题模型的计算结果表明,单轨器停止有62个位置,以便提供需求点,沿着路线总计151个位置。事实证明,政府在62个预定位置的单轨停止时有预算限制,那么通过选择单轨站的50个位置来获得使用MAX覆盖问题模型的计算。

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