Разработка имитационных моделей бизнес-процессов на основе методологии IDEF0 с применением теории сетей Петри
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Научный журнал Моделирование, оптимизация и информационные технологииThe scientific journal Modeling, Optimization and Information Technology
Online media
issn 2310-6018

Development of business process simulation models based on the IDEF0 methodology using Petri net theory

idPetrosov D.A.

UDC 519.7
DOI: 10.26102/2310-6018/2023.43.4.009

  • Abstract
  • List of references
  • About authors

The relevance of the research is due to the requirements for modern tools for automating the process of developing business process models. Modern design tools have greater functionality and support various methodologies which makes it possible to develop models in various subject areas. One of the disadvantages of this type of system is the absence of means for presenting simulation models based on the graphical models obtained during development. Owing to this, we can talk about the relevance of developing new methods and approaches that will enable simultaneous construction of simulation models and development of the graphical representation of a business process based on modern methodologies. The approach proposed in this study is aimed at helping developers of CASE applications. Additionally, it facilitates the automation of creating business process simulation models using the theory of Petri nets. The methodology of the IDEF family – IDEF0 – was used as the main methodology for modeling the functional features of business processes. When developing the proposed approach, the limitations adopted in the IDEF0 methodology were accounted for. The following restrictions were considered: rules for creating a context diagram, decomposition rules, and the use of all possible arrows in this methodology. The approach presented in the study allows for the construction of business process simulation models based on the IDEF0 methodology in parallel with their development when integrating the corresponding software design into the CASE tool.

1. Dolgova O.I., Kryukov S.V. Simulation of business processes of service support of acquiring products in the anylogic software environment. Nauchno-tekhnicheskie vedomosti Sankt-Peterburgskogo gosudarstvennogo politekhnicheskogo universiteta. Ekonomicheskie nauki = Scientific and technical bulletins of the St. Petersburg State Polytechnic University. Economic Sciences. 2021;14(6):117–133. DOI: 10.18721/JE.14609. (In Russ.).

2. Kravchenko Yu.A., Kursitys I.O. Combined approach for solving resource allocation problem. Izvestiya YUFU. Tekhnicheskie nauki = Izvestiya SFedU. Engineering sciences. 2017;192(7):111–122. DOI: 10.23683/2311-3103-2017-7-111-122. (In Russ.).

3. Shaekhov M.R. Tools for assessing reputation of a region. Vestnik Belgorodskogo universiteta kooperacii, ekonomiki i prava = Herald of the Belgorod University of Cooperation, Economics and Law. 2023;101(4):159–165. DOI: 10.21295/2223-5639-2023-4-159-165. (In Russ.).

4. Petrosov D.A., Lomazov V.A., Basavin D.A. Evolutionary synthesis of systems based on a preassigned element base of components. Nauchnye vedomosti Belgorodskogo gosudarstvennogo universiteta. Seriya: Ekonomika. Informatika = Belgorod State University. Scientific Bulletin. Series: Economics. Information technologies. 2015;204(7):116–124. (In Russ.).

5. Shestakov R.B., Yakovlev N.A. simulation modeling of business processes in the agro-industrial complex. Vestnik Kurskoj gosudarstvennoj sel'skohozyajstvennoj akademii = Bulletin of the Kursk State Agrarian University. 2023;2:200–204. (In Russ.).

6. Salukvadze I.N., Radionov D.G. Modeling of business processes of enterprises: methodologies, approaches and methods. Vestnik Luganskogo gosudarstvennogo universiteta imeni Vladimira Dalya = Vestnik Lugansk Vladimir Dahl State University. 2023;67(1):137–140. (In Russ.).

7. Magomedova T.M., Torshina E.S., Omarova N.O. Analysis and modeling of business processes. Ekonomika i predprinimatel'stvo = Journal of Economy and entrepreneurship. 2023;152(3):752–757. DOI: 10.34925/EIP.2023.152.3.146. (In Russ.).

8. Zvyagin L.S. Distributed modeling as a tool for solving current management tasks and improving business processes. Myagkie izmereniya i vychisleniya = Soft Measurement and Computing. 2023;65(4):68–80. (In Russ.).

9. D'yakov S.A., Sher M.L., Dudnik D.V., Mironov L.V. Business process modeling: methodology, modern factors in the conditions of digitalization. Vestnik Altajskoj akademii ekonomiki i prava. 2022;4(2):181–190. DOI: 10.17513/vaael.2155. (In Russ.).

10. Goreckaya E.S., Strih N.I. Modelirovanie logisticheskih biznes-processov na predpriyatii. Tendencii razvitiya nauki i obrazovaniya. 2022;85(6):76–79. DOI: 10.18411/trnio-05-2022-256. (In Russ.).

11. Patrusova A.M., Slinkova O.K., Naumova A.M. Funkcional'noe modelirovanie biznes-processov v sovremennyh notaciyah: vozmozhnosti, osobennosti i tendencii. Trudy Bratskogo gosudarstvennogo universiteta. Seriya: Ekonomika i upravlenie. 2022;1:124–128. (In Russ.).

12. Krupskaya A.E., Vorob'eva E.R., Vorob'ev V.D. Business process simulation – CASE facilities. Colloquium-Journal. 2020;85(33-1):49–51. (In Russ.).

13. Dorrer M.G., Dorrer A.G., Zyryanov A.A. Numerical modeling of business processes using the apparatus of GERT networks. Matematicheskie metody v tekhnike i tekhnologiyah – MMTT. 2020;12-2:52–54. (In Russ.).

Petrosov David Aregovich
Candidate of Technical Sciences, Associate Professor

WoS | Scopus | ORCID | eLibrary |

Financial University under the Government of the Russian Federation

Moscow, the Russian Federation

Keywords: mathematical modeling, business processes, system analysis, petri net theory, CASE tools, IDEF family of methodologies, IDEF0 methodology

For citation: Petrosov D.A. Development of business process simulation models based on the IDEF0 methodology using Petri net theory. Modeling, Optimization and Information Technology. 2023;11(4). Available from: https://moitvivt.ru/ru/journal/pdf?id=1444 DOI: 10.26102/2310-6018/2023.43.4.009 (In Russ).

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Full text in PDF

Received 24.09.2023

Revised 24.10.2023

Accepted 30.10.2023

Published 31.10.2023