吉马士-柔佛巴鲁电气化双轨项目架空导线系统的最佳跨度

Nazrul Aidil Mat Akher, Mimi Faisyalini Ramli, Muhamad Faiz Abd Latif, Reventheran Ganasan, Mohd Asran Shamsuddin, Zuraidah Ngadiron, Nadia Amena Iskandar
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引用次数: 0

摘要

架空导线架系统(OCS)中的跨度是指在轨道运行方向上两个后续支撑之间的距离。从经济角度考虑,跨度越大越好,因为这样可以减少支撑结构的数量。架空导轨系统的设计人员利用结构间距表和图表,根据不同的风速和曲率半径,提出了轨道上的最大跨度。结构间距图是一条对数曲线,是根据项目规格和设计限制绘制的。根据目前的设计,吉马士-柔佛巴鲁电气化双轨项目的最大跨度为 72 米(GJBEDTP)。目前的 OCS 设计可以升级,以提供更大的最大跨度。本研究探讨了增加 GJBEDTP 最大跨度长度在减少支撑结构总数方面的经济效益。轨道被分成许多等长的轨道区段,并根据风力研究评估报告和结构间距图来选择它们各自的跨度。用轨道总长度除以平均跨度,就能估算出支撑结构的总数量。在这项研究中,绘制了一张图表,显示了成本节约百分比和最大允许跨度。在这一优化问题中,采用了 "弯头法 "来选择一个点,在这个点上,收益递减,不再值得为更长的跨度支付额外费用。根据结果,72 米的最大跨度是 GJBEDTP 的理想跨度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Optimal Span Length of the Overhead Catenary System for the Gemas-Johor Bahru Electrified Double Track Project
The span term in the Overhead Catenary System (OCS) refers to the distance between two subsequent supports in the running track direction. Longer spans are preferable for economic reasons because they reduce the number of supporting structures. The maximum span along the track was suggested by OCS designers using a structure spacing table and chart with varying wind speeds and radius of curvature. The structure spacing chart is a logarithmic curve that is plotted based on the specifications of the project and design constraints. According to the current design, the maximum span length for the Gemas-Johor Bahru Electrified Double Track Project is 72 metres (GJBEDTP). The current OCS design can be upgraded to provide a greater maximum span. This study looked at the economic benefits of increasing the maximum span length of the GJBEDTP in terms of reducing the total number of supporting structures. The track is separated into many equal-length track sections, and their individual spans are selected using the wind study assessment report and the structure spacing chart. Divide the total track length by the average span to get the estimated total number of supporting structures. In this study, a graph showing the percentage of cost savings and the maximum allowable span is plotted. In this optimization issue, the Elbow approach is used to select a point where diminishing returns are no longer worth the extra expense of going for a longer span. According to the results, the maximum span of 72 m is the ideal span for the GJBEDTP.
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