Reflective Nested Simulations Supporting Optimizations within Sequential Railway Traffic Simulators

IF 0.7 4区 计算机科学 Q4 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS ACM Transactions on Modeling and Computer Simulation Pub Date : 2022-01-31 DOI:10.1145/3467965
R. Divis, A. Kavička
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引用次数: 3

Abstract

This article describes and discusses railway-traffic simulators that use reflective nested simulations. Such simulations support optimizations (decision-making) with a focus on the selection of the most suitable solution where selected types of traffic problems are present. This approach allows suspension of the ongoing main simulation at a given moment and, by using supportive nested simulations (working with an appropriate lookahead), assessment of the different acceptable solution variants for the problem encountered—that is, a what-if analysis is carried out. The variant that provides the best predicted operational results (based on a specific criterion) is then selected for continuing the suspended main simulation. The proposed procedures are associated, in particular, with the use of sequential simulators specifically developed for railway traffic simulations. Special attention is paid to parallel computations of replications both of the main simulation and of supportive nested simulations. The concept proposed, applicable to railway traffic modelling, has the following advantages. First, the solution variants for the existing traffic situation are analyzed with respect to the feasibility of direct monitoring and evaluation of the natural traffic indicators or the appropriate (multi-criterial) function. The indicator values compare the results obtained from the variants being tested. Second, the supporting nested simulations, which potentially use additional hierarchic nesting, can also include future occurrences of random effects (such as train delay), thereby enabling us to realistically assess future traffic in stochastic conditions. The guidelines presented (for exploiting nested simulations within application projects with time constraints) are illustrated on a simulation case study focusing on traffic assessment related to the track infrastructure of a passenger railway station. Nested simulations support decisions linked with dynamic assignments of platform tracks to delayed trains. The use of reflective nested simulations is appropriate particularly in situations in which a reasonable number of admissible variants are to be analyzed within decision-making problem solution. This method is applicable especially to the support of medium-term (tactical) and long-term (strategic) planning. Because of rather high computational and time demands, nested simulations are not recommended for solving short-term (operative) planning/control problems.
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支持序列铁路交通模拟器优化的反射嵌套模拟
本文描述并讨论了使用反射嵌套模拟的铁路交通模拟器。这种模拟支持优化(决策),重点是在存在选定类型的交通问题时选择最合适的解决方案。这种方法允许在给定时刻暂停正在进行的主模拟,并通过使用支持性嵌套模拟(使用适当的前瞻性),对遇到的问题的不同可接受的解决方案变体进行评估——也就是说,执行假设分析。然后选择提供最佳预测操作结果(基于特定标准)的变体来继续暂停的主模拟。拟议的程序特别与使用专门为铁路交通模拟而开发的顺序模拟器有关。特别注意了主模拟和支持嵌套模拟的并行计算。所提出的概念适用于铁路交通建模,具有以下优点:首先,从直接监测和评价自然交通指标或适当的(多准则)函数的可行性方面,分析了现有交通状况的解变体。指标值比较从被测试的变量获得的结果。其次,支持嵌套模拟,它可能使用额外的分层嵌套,也可以包括未来发生的随机效应(如火车延误),从而使我们能够在随机条件下真实地评估未来的交通。所提出的指导方针(用于在有时间限制的应用程序项目中利用嵌套模拟)在一个模拟案例研究中进行了说明,该研究侧重于与客运火车站轨道基础设施相关的交通评估。嵌套模拟支持与站台轨道到延迟列车的动态分配相关联的决策。使用反射嵌套模拟是合适的,特别是在需要在决策问题解决方案中分析合理数量的可接受变量的情况下。这种方法特别适用于中期(战术)和长期(战略)规划的支持。由于相当高的计算和时间需求,嵌套模拟不建议用于解决短期(操作)计划/控制问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
ACM Transactions on Modeling and Computer Simulation
ACM Transactions on Modeling and Computer Simulation 工程技术-计算机:跨学科应用
CiteScore
2.50
自引率
22.20%
发文量
29
审稿时长
>12 weeks
期刊介绍: The ACM Transactions on Modeling and Computer Simulation (TOMACS) provides a single archival source for the publication of high-quality research and developmental results referring to all phases of the modeling and simulation life cycle. The subjects of emphasis are discrete event simulation, combined discrete and continuous simulation, as well as Monte Carlo methods. The use of simulation techniques is pervasive, extending to virtually all the sciences. TOMACS serves to enhance the understanding, improve the practice, and increase the utilization of computer simulation. Submissions should contribute to the realization of these objectives, and papers treating applications should stress their contributions vis-á-vis these objectives.
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