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dc.contributor.authorTristono, Tomi
dc.contributor.authorCahyono, Setiyo Daru
dc.contributor.authorSutomo
dc.contributor.authorUtomo, Pradityo
dc.date.accessioned2014-12-03T01:57:35Z
dc.date.available2014-12-03T01:57:35Z
dc.date.issued2014-12-04
dc.identifier.citation[1] ITE, Traffic Engineering Handbook, 6th Edition Institution of Trasportation Engineers, 2009. [2] Huang,YS and Chung, TH, “Modelling and Analysis of Traffic Light Control Systems Using Timed Colored Petri Net”, Intechopen.com, 2010. [3] Papageorgiou,M., Diakaki, C., Dinopoulou,V., Kotsialos,A., Wang,Y., “Riview of Road Traffic Control Strategies”, Proceedings of IEEE., pp. 2043-2067, 2003. [4] Soares, M, “Architecture-Driven Integration of Modeling Languages for the Design of Software-Intensive Systems”, Thesis, Published and distributed by: Next Generation Infrastructures Foundation, Delft The Netherlands, Chapter 7, pp 99-133, February 2010. [5] Hutauruk, S.,Gulo, N., “Mengurai Kemacetan Lalu- Lintas pada Area Lintasan Kereta Api yang Berdekatan dengan Simpang Empat”, Prosiding Seminar Nasional Teknologi Informasi & Komunikasi Terapan 2012 (Semantik 2012), ISBN 979-26-0255-0, Semarang, Juni 2012. [6] Cassandras, CG., Lafortune, S., “Introduction to Discrete Event Systems”, The International series on Discrete Event Dynamic Systems, Kluwer Academic Publisher, Norwell, Massachusetts, USA,1999. [7] Murata, T., “Petri Net: Properties, Analysis, and Applications”, Proceedings of IEEE, vol 77, pp 541- 590,1989. [8] Tianlong, GU., Parisa, AB., Guoyong,CAI., “Timed Petri Net Based Formulation and An Algorithm for The Optimal Schedulling of Batch Plants”, Int. Journal Applied Mathemathics and Computer Science, vol 13, No 4, pp 527-536, 2003. [9] Khansa, W., Aygaline, P., Denat, J., “Structural Analysis of P-Time Petri Nets”. In: Symposium on Discrete Events and Manufacturing Systems, Proceedings of the CESA'96 IMACS Multiconference, 1996. [10] Tristono, T., “Study of Traffic Vehicles on Signalized Intersection with Train Track Using Graf Model”, Journal Agritek, vol 15, ISSN 1411 5336, University Merdeka Madiun, pp 81-91, March, 2014. [11] Adzkiya, D., Subiono., “Modelling Traffic Light Using Petri Net and Its Simulation”, Thesis, Institut Teknologi Sepuluh Nopember, Unpublished, Surabaya, 2008. [12] ICHM, “Indonesian Capasity Highway Manual (MJKI)”, Direktorat Bina Marga Direktorat Bina Jalan Kota, Jakarta, 1997.en_US
dc.identifier.issn2407-4330
dc.identifier.urihttp://hdl.handle.net/11617/4975
dc.description.abstractThe most common role of traffic lights are as signal systems to control transportation at urban networks and traffic management. Urban traffic lights in most of countries used fixed time. The traffic light systems installed on urban traffic network at an intersection consist of four arms. There is a railroad crossing on the south arm. At this time introduced the new model design of interruptive traffic lights. The new model is the syncronization between traffic lights and train doorstop. It is modeled by Petri Net. The method to analyze the model using: 1. Invariant Method. 2. Occurrence Graph Method, and 3. Simulation. The queue of vehicles happens at extension schedule less than queue at regular schedule if the closure of the railway doorstop ended when the lights north-south traffic lights red. Probability of north–south traffic light flashed red in a cycle is 0.62. The statistical expectation value of the number of queues of vehicles on extension schedule decreased. On south arm down 2.71 PCU and on northern arm down 2.34 PCU. It means that extension schedule gives positive results. The extra green 16 seconds will improve the performance of traffic light.en_US
dc.publisherUniversitas Muhammadiyah Surakartaen_US
dc.subjectSynchronizationen_US
dc.subjecttraffic lighten_US
dc.subjectpetri neten_US
dc.subjectintersectionen_US
dc.subjecttrain stop dooren_US
dc.titleSynchronization Model of Traffic Light at Intersection with Train Tracken_US
dc.typeArticleen_US


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