2012
DOI: 10.30598/barekengvol6iss1pp23-30
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APLIKASI PETRI NET PADA SISTEM PEMBAYARAN TAGIHAN LISTRIK PT. PLN (Persero) RAYON AMBON TIMUR

Abstract: Petri Net is a model of Mathematics used in the system event discrit to illustrate certain event. One application of Petri Nets is to sketch the entrance occurs in a place like the public service system. This reserce will simply describe the use of Petri Net to sketch the entrance occurs in electricity bill payment system of PT.PLN (Persero) Rayon Ambon Timur by the number of place is 7 and the transition is 8, and to determine the matrix representation and the coverability tree of the model.

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Cited by 7 publications
(9 citation statements)
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“…Teori antrian terkait dengan queueing system, namun bekum banyak dibahas dimana sntrian sebagai suatu sistem even diskrit. Diantara sedikit pembahasan mengenai antrian sebagai suatu sistem even diskrit adalah penelitian yang telah dilakukan oleh Wattimena, Thomas dan Yopi [15] yang telah membentuk suatu Petri Net yang merepresentasikan sistem pembayaran tagihan listrik langsung ke kantor PT.PLN. Penelitian tersebut menggunakan Petri Net dengan 7 place dan 8 transisi.…”
Section: Pendahuluanunclassified
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“…Teori antrian terkait dengan queueing system, namun bekum banyak dibahas dimana sntrian sebagai suatu sistem even diskrit. Diantara sedikit pembahasan mengenai antrian sebagai suatu sistem even diskrit adalah penelitian yang telah dilakukan oleh Wattimena, Thomas dan Yopi [15] yang telah membentuk suatu Petri Net yang merepresentasikan sistem pembayaran tagihan listrik langsung ke kantor PT.PLN. Penelitian tersebut menggunakan Petri Net dengan 7 place dan 8 transisi.…”
Section: Pendahuluanunclassified
“…Dalam penelitian yang dilakukan oleh Wattimena, Thomas dan Yopi [15], telah dibentuk suatu model Petri Net dari sistem Pembayaran Tagihan Listrik di PT. PLN (Persero) Rayon Ambon Timur.…”
Section: Model Petri Net Dari Sistem Pembayaran Tagihan Listrik DI Ptpln (Persero) Rayon Ambon Timur [15]unclassified
“…Arc indirectly connects places with places or transitions with transitions but connects places with transitions or transitions with places. Each place can contain one or more tokens represented by dots, materials, or materials transferred in a Petri Net system [17]. According to [18], Petri Net is said to be pure if it does not have a place that is both input and output for a transition.…”
Section: Introductionmentioning
confidence: 99%
“…In previous studies, Petri Net applications have been discussed, including research on Petri Net: Properties, Analysis, and Applications (Murata, 1989), modeling the composition of web services using Petri Net (Sanjoyo et al, 2011), the scheduling of inner-city bus lines using the Petri Net and Max Plus Algebra models (Winarni, 2011), Petri Net applications in electricity bill payment system PT. PLN (Persero) Rayon Ambon Timur (Wattimena et al, 2012), making an ATM machine service model using Petri Net (Rahakbauw, 2013), the application of Petri Nset on outpatient service system participants access at the regional general hospital Dr. Haulussy Ambon (Lesnussa & Tutupary, 2013), modeling the service system for issuing a Driver's License (SIM) using Petri Net (Aini, 2017), pharmacy service queue models using Petri Net and Algebra Max Plus (Mustofani & Ahmad, 2018), Max Plus and Petri Net Algebra Models in the end semester examination registration service system (Nurmalasari & Rayungsari, 2018), and Petri Net Model in the process of submission for customer credit (Octavia et al, 2021).…”
Section: Introductionmentioning
confidence: 99%