MODELING AND OPTIMIZATION OF AN AUTOMATIC POWER CONTROL SYSTEM FOR THE MILLING PROCESS

Авторы

  • А. Herashchenko Bogdan Khmelnitsky Melitopol State Pedagogical University, Zaporizhzhia, Ukraine

DOI:

https://doi.org/10.53002/142

Ключевые слова:

cutting power, milling machine, automatic control system, fractional-integral controller, fractional order

Аннотация

The article addresses the scientific and applied problem of developing automatic control systems for stabilizing
milling machine cutting power under changing operating conditions. Maintaining a constant cutting power level is essential
for improving machining quality, increasing productivity, reducing energy consumption, and extending tool life. A synthesis
approach based on fractional-integral controllers with an increased astatism order is proposed. A specialized optimization
criterion was developed to ensure fast transient response while limiting overshoot within predefined bounds. Unlike
conventional mean-square-error criteria, the proposed functional accounts for the position of the control error relative to the
admissible region, providing smoother transient behavior. Optimal controller parameters were determined using genetic
algorithms implemented in MATLAB. The obtained results enabled the synthesis of fractional-order control systems with
improved dynamic performance compared to classical controllers. Simulation studies demonstrated effective disturbance
rejection and rapid stabilization under sudden load changes. For a 50% increase in cutting power demand, the transient
deviation was reduced from approximately 200 W to 19–39 W, while the settling time remained below 0.02 s.

Библиографические ссылки

L. S. Kopchak, N. P. Musikhina, and M. Tverd, "Microprocessor control system of an AC machine-tool electric drive with technological parameter regulation," Bulletin of the National Technical University "Kharkiv Polytechnic Institute". Problems of Automated Electric Drive. Theory and Practice, no. 12, vol. 1, pp. 228–229, 2002.

Aoki Y., Sen M., Paolucci S. Approximation of transient temperatures in complex geometries using fractional derivatives. Technical Note of department of aerospace of Notre Dam, 2005. – 21 p.

Busher, V. and Aldairi, A. Synthesis and technical realization of control systems with discrete fractional integral-differentiating controllers [Text] / Eastern-European Journal of Enterprise Technologies ISSN 1729–3774. Industry Control System. – Kharkov : PC Technology Center, 2018. – Vol. 2, No 4 (94), (2018). – P. 63–71.

Busher V., Yarmolovich V. Modeling and Identification of Systems with Fractional Order Integral and Differential. Electrotechnical and Computer Systems. Odessa: Nauka i Technika publ., 2014 – №15(91). – P. 52–56. doi 10.15276/etks.15.91.2014.9.

Fractional dynamics and control. / Baleanu D. and oth. New York: Springer, 2012 – 309 p.

Freeborn T. J., Maundy B., A. S. Elwakil. Fractional-order models of supercapacitors, batteries and fuel cells: a survey. Materials for Renewable and Sustainable Energy. 2015. №4. – Р. 1–7.

Marushchak Y., Kopchak B. Synthesis of automatic control systems by using binomial and Butterworth standard fractional order forms. Computational problems of electrical engineering, 2015 – Vol. 5, No. 2. – P. 89–94.

Norelys Aguila-Camacho, Johan D. Le Roux, Manuel A. Duarte-Mermoud, Marcos E. Orchard Control of a grinding mill circuit using fractional order controllers/ Journal of Process Control 2017, №53 – р. 8–94.

Busher, V., Kuznetsov, V., Kovalenko, V., Babyak, M., Druzhinin, V., Tytiuk, V., Rojek, A., Klochko, K., Gurin, I., & Shramko, Y. (2025). Fractional PI-PIμD Controllers with Neural Network Adaptation in Control System of BLDC Motor Electric Drives. Energies, 18(23), 6132. https://doi.org/10.3390/en18236132

Valeriy Druzhinin, Victor Busher, Denis Mrachkovskiy, Valerii Tytiuk, Oleksii Chornyi, Petro Kurliak & Galina Sivyakova (2025) Improvement of human–machine interface of complex technical systems using fractional-order PIλDμ controllers. [SUDĖTINGŲ TECHNINIŲ SISTEMŲ ŽMOGAUS IR MAŠINOS SĄSAJOS TOBULINIMAS NAUDOJANT TRUPMENINĖS EILĖS PIΛDΜ REGULIATORIŲ]. ENERGETIKA. 2025, ISSN 0235-7208 eISSN 1822-8836, Lithuania, vol. 71. Nr. 1. P. 78–91 https://doi.org/10.6001/energetika.2025.71.1.6

Busher, V.; Zakharchenko, V.; Shestaka, A.; Kuznetsov, V.; Kuznetsov, V.; Nader, S. Optimization of the Control of Electromagnetic Brakes in the Stand for Tuning Internal Combustion Engines Using ID Regulators of Fractional Order. Energies 2022, 15, 9378. https://doi.org/10.3390/en15249378

Загрузки

Опубликован

2026-06-09

Как цитировать

Herashchenko А. (2026). MODELING AND OPTIMIZATION OF AN AUTOMATIC POWER CONTROL SYSTEM FOR THE MILLING PROCESS. Вестник Карагандинского государственного индустриального университета, 53(2), 49–69. https://doi.org/10.53002/142

Выпуск

Раздел

IT-технологии, энергетика, автоматизация и вычислительная техника.

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