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Using Systems Dynamics Formalism as Base for an Innovative Hybrid Modeling Approach: Methodology and Case Study

机译:以系统动力学形式主义为基础的创新混合建模方法:方法论和案例研究

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摘要

Simulation is the best tool used for any non-trivial, real world system. For analysis of complex systems, simulation is often used prior to the operation of the real world system as a mediator for a dynamic situation. Therefore, simulation methodology has been recommended and chosen to analyze, for example, container terminal systems. This paper considers and compares two models for port simulation approach: Discrete-Event Simulation (DES) and System Dynamics (SD). Both simulation approaches started and evolved almost simultaneously with the advent of computers, but very little communication existed between these fields. This is however, changing at present with more DES or SD academics and practitioners showing an interest to enter the other world. DES models systems as a network of queues and activities, where state changes occur at discrete points of time, whereas SD models consist of a system of stocks and flows where continuous state changes occur over time. In DES the objects (entities) are individually represented and can be tracked through the system. Specific attributes are assigned to each entity and determine what happens to them throughout the simulation. On the other hand, in SD entities are presented as a continuous quantity. In DES state changes occur at discrete points of time, while in SD state changes happen continuously at small segments of time (At). Specific entities cannot be followed throughout the system. DES models are stochastic in nature with randomness incorporated through the use of statistical distributions. SD models are generally deterministic and variables usually represent average values. Despite the differences listed, it is claimed that the objective of models in both simulation approaches is to understand how systems behave over time and to compare their performance under different conditions. Existing work on the comparison of DES and SD is scarce. In the few studies found, comparisons tend to be biased towards either the DES or SD approach. The views expressed consist mainly of the authors' personal opinions based on their own area of expertise. Little understanding exists regarding the differences and similarities between the two simulation approaches, let alone understanding when should one approach be used instead of the other. The ports are very intensive production realities respect to regular facilities: 24h work time per day, 365 days working in a year, all-weather operations are just some of the stressing factor of this sector; port facilities involve big investments and require special operative and management skills. Both models (SD and DES) are used in this study to resolve problem of port simulation (in Arabian gulf region). The goal is to provide a study about two different models that are not alternative but can be integrated. The models considered in this study are two. The goal of Dry Bulk model consists into evaluate the Dry Bulk storage capacity for every kind of material in order to ensure the total annual throughput, in according with the feasibility study assumption reported into the Master plan document about berths, dock cranes and transportation means. The goal of Container terminal model consists into evaluate the container stacking/storage capacity best configuration in order to ensure the total annual throughput and minimize the shuffling moves, standing the feasibility study assumption reported into the Master plan document about berths, dock cranes and transportation means. Modular approach has been considered resulting in a 10-stocking yard for the first stage configuration (up to 2028-2030) and 20 stocking yard for the final configuration (over 2038). The model developed considers, for each stocking yard, the following modules: shipping module, stocking yard module, horizontal transportation module (with Terminal Tractor). For each stage configuration the evaluated output are: number of container and TEUs (Twenty-Foot Equivalent Unit)/ year (total annual throughput), number of container and TEUs / ship (average parcel size), ship calls / year, average number of STS cranes moves / hour, average yard utilization coefficient, average container crossing time, average stacking height (for each storage area block served by one RTG). The simulation run length considered is 2 years for each scenario. The results of this study suggest that it is possible use both approaches: Discrete-Event Simulation and System Dynamics to simulate the port.
机译:仿真是用于任何非平凡的现实世界系统的最佳工具。为了分析复杂的系统,通常在实际系统运行之前使用模拟作为动态情况的中介。因此,已经推荐并选择了仿真方法来分析例如集装箱码头系统。本文考虑并比较了两种用于端口仿真方法的模型:离散事件仿真(DES)和系统动力学(SD)。两种模拟方法几乎都是在计算机出现的同时开始和发展的,但是这些领域之间几乎没有交流。然而,这种情况正在改变,目前有更多的DES或SD学者和从业者表现出对进入另一个世界的兴趣。 DES将系统建模为队列和活动的网络,其中状态更改在离散的时间点发生,而SD模型由库存和流量系统组成,其中状态随时间连续发生变化。在DES中,对象(实体)被单独表示,并且可以通过系统进行跟踪。将特定属性分配给每个实体,并确定在整个模拟过程中它们发生了什么。另一方面,在SD实体中,实体是连续的。在DES状态下,变化发生在离散的时间点,而在SD状态下,变化在很小的时间段(At)连续发生。特定实体无法在整个系统中遵循。 DES模型本质上是随机的,通过使用统计分布来合并随机性。 SD模型通常是确定性的,变量通常表示平均值。尽管列出了不同之处,但据称,两种仿真方法中模型的目的都是为了了解系统如何随时间变化并比较它们在不同条件下的性能。关于DES和SD比较的现有工作很少。在发现的少数研究中,比较倾向于偏向DES或SD方法。所表达的观点主要包括作者根据自己的专业领域发表的个人观点。对于两种模拟方法之间的差异和相似性,人们几乎没有了解,更不用说何时应使用一种方法代替另一种方法了。相对于常规设施,港口是非常密集的生产现实:每天24小时的工作时间,一年365天的工作时间,全天候工作只是该行业的部分压力因素;港口设施需要大量投资,并且需要特殊的操作和管理技能。在本研究中,两种模型(SD和DES)均用于解决端口模拟问题(在阿拉伯湾地区)。目的是提供有关两种不同模型的研究,这些模型不是替代方案而是可以集成的。本研究中考虑的模型是两个。干散货模型的目的在于根据总体计划文件中关于泊位,码头起重机和运输工具的可行性研究假设,评估每种物料的干散货存储容量,以确保总年吞吐量。集装箱码头模型的目标包括评估集装箱的堆叠/存储能力最佳配置,以确保总年吞吐量并最大程度地减少改组移动,并站在总体计划文件中报告的关于泊位,码头起重机和运输工具的可行性研究假设。已经考虑采用模块化方法,对于第一阶段配置(到2028-2030年),将有10个堆场,对于最终配置(2038年以上),将有20个堆场。所开发的模型针对每个堆场考虑以下模块:运输模块,堆场模块,水平运输模块(带终端拖拉机)。对于每个阶段配置,评估的输出为:集装箱和TEU的数量(二十英尺等效单位)/年(年总吞吐量),集装箱和TEU的数量/船舶(平均包裹大小),船舶呼叫/年,平均数量STS起重机的移动量/小时,平均堆场利用率,平均集装箱穿越时间,平均堆垛高度(对于一个RTG服务的每个存储区域而言)。每种情况下考虑的模拟运行时间为2年。这项研究的结果表明,可以同时使用两种方法:离散事件模拟和系统动力学来模拟端口。

著录项

  • 来源
    《Recent advances in mathematics》|2013年|18-19|共2页
  • 会议地点 Cambridge MA(US)
  • 作者

    Roberto Revetria;

  • 作者单位

    DIME, Dipartimento di Ingegneria Meccanica, Energetica, della Produzione, dei Trasporti e dei Modelli Matematici University of Genoa ITALY;

  • 会议组织
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-26 14:24:16

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