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Extending Petri net to reduce control strategies of railway interlocking system

机译:扩展Petri网减少铁路联锁系统的控制策略。

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In our previous articles we gave step by step refinement process towards the development of safety properties of moving block interlocking system (MBRIS). The refinement process started from abstraction to fuzzy based safety properties using Z and then fuzzy multi agent specification language. However, one dimensional control of train passing through a switch and level crossing were not discussed. This paper reduces the existing two dimensional controls along the switch and level crossing to one dimensional for shifting it to a train only. For example, in the existing model the train movement along components switches and level crossings depends on both the train and components control. Whereas, in one dimensional control train is the only authority to control a switch and level crossing required for its desired operation. For this reduction, concurrent and mobile agent concepts are required. Therefore, we integrate mobile agent concepts with Petri nets to develop the mobile Petri net (MPN) a new class of PNs. This supports both mobility and concurrency. Further, we prove that the collection of different MPNs in a connected network is a PN. This proof allowed us to use the properties of PN to verify the system. Finally, we use MPN to model the safety properties of MBRIS along the switch and level crossing. This provides one dimensional control to a train along a switch and level crossing which increases the safety of the railway interlocking system. Moreover, we use reachability graph (RG) to verify the switch and level crossing models.
机译:在我们以前的文章中,我们逐步地完善了移动块联锁系统(MBRIS)的安全性能。细化过程从使用Z的模糊安全性属性抽象到模糊多代理规范语言开始。然而,没有讨论通过开关和水平交叉口的列车的一维控制。本文将沿开关和水平交叉点的现有二维控件减少到一维,以便仅将其移动到火车上。例如,在现有模型中,火车沿组件切换和平交路口的运动取决于火车和组件控制。而在一维控制链中,唯一的权限是控制其所需操作所需的开关和平交路口。为此,需要并发和移动代理概念。因此,我们将移动代理概念与Petri网相结合,以开发移动Petri网(MPN)的一类新的PN。这支持移动性和并发性。此外,我们证明连接网络中不同MPN的集合是PN。该证明使我们能够使用PN的属性来验证系统。最后,我们使用MPN对MBRIS沿开关和平交路口的安全特性进行建模。这为沿开关和平交路口的火车提供了一维控制,从而增加了铁路联锁系统的安全性。此外,我们使用可达性图(RG)来验证开关和道口交叉模型。

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