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Software and mathematical support for the calculation of production plans of a shipbuilding enterprise

https://doi.org/10.17586/0021-3454-2022-65-12-925-929

Abstract

The creation of ships is a complex multi-stage process. There is a need to solve the problems of as- sessing and analyzing the production potential of the enterprise, as well as the synthesis of technology and operation plans. From the point of view of optimal control, these are problems of assessing the controllability of a complex system and proactive control of its structural dynamics. A method for solving these problems is proposed based on reachability domains for non-stationary deterministic finite-dimensional differential dynamical systems with a tunable structure. As a result of solving the problems under consideration, pessimistic and optimistic estimates of the feasibility of the production program are formed, as well as the optimal technology for implementing the production plan and the work schedule of the equipment of the shipbuilding enterprise.

About the Authors

S. A. Potryasaev
St. Petersburg Federal Research Center of the RAS
Russian Federation

Semen A. Potryasaev — Dr. Sci., St. Petersburg Institute for Informatics and Automation of the RAS, Laboratory of Information Technologies in System Analysis and Modeling; Leading Researcher

St. Petersburg



E. E. Scherbakova
St. Petersburg Federal Research Center of the RAS
Russian Federation

Ekaterina E. Scherbakova — Post-Graduate Student, St. Petersburg Institute for Informatics and Automation of the RAS, Laboratory of Information Technologies in System Analysis and Modeling

St. Petersburg



Yu. V. Konoplev
D. F. Ustinov Baltic State Technical University VOENMEH
Russian Federation

Yury V. Konoplev — Department of Aircraft Dynamics and Flight Control; Researcher

St. Petersburg

 



References

1. Aleksandrov V.L. et al. Tekhnologiya sudostroyeniya (Shipbuilding Technology), St. Petersburg, 2003, 342 р. (in Russ.) 2. Pavlovsky Yu.A. Imitatsionnyye modeli i sistemy (Simulation Models and Systems), Moscow, 2000, 132 р. (in Russ.)

2. Vavilov A.A., Imaev D.Kh., Pleskunin V.I. et al. Imitatsionnoye modelirovaniye proizvodstvennykh sistem (Simulation Modeling of Production Systems), Moscow, 1983, 416 р. (in Russ.)

3. Potryasaev S.A. Journal of Instrument Engineering, 2012, no. 12(55), pp. 73–75. (in Russ.)

4. Sokolov B.V., Okhtilev M.Yu., Potryasaev S.A., Yusupov R.M. Imitatsionnoye i kompleksnoye modelirovaniye morskoy tekhniki i morskikh transportnykh sistem (IKM MTMTS-2019) (Simulation and Integrated Modeling of Marine Equipment and Marine Transport Systems (IKM MTMTS-2019)), Proceedings of the Fifth International Scientific and Practical Conference, 2019, рр. 166–172. (in Russ.)

5. Potryasaev S.A. Journal of Instrument Engineering, 2014, no. 11(57), pp. 46–52. (in Russ.)

6. Sokolov B.V., Krylov A.V., Okhtilev M.Yu., Okhtilev P.A., Potryasaev S.A. Problemy upravleniya i modelirovaniya v slozhnykh sistemakh (Problems of Control and Modeling in Complex Systems), Proceedings of the XIX International Conference, 2017, рр. 508–513. (in Russ.)

7. Potryasaev S.A. Journal of Instrument Engineering, 2018, no. 11(61), pp. 939–946. (in Russ.)


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For citations:


Potryasaev S.A., Scherbakova E.E., Konoplev Yu.V. Software and mathematical support for the calculation of production plans of a shipbuilding enterprise. Journal of Instrument Engineering. 2022;65(12):925-929. (In Russ.) https://doi.org/10.17586/0021-3454-2022-65-12-925-929

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ISSN 0021-3454 (Print)
ISSN 2500-0381 (Online)