Synthesis of Mathematical Models of the Process of Recovery and Development of Sources of Renewable Energy in Ukraine Close to the Realities of Today’s Warfare
DOI:
https://doi.org/10.31649/1997-9266-2024-172-1-17-24Keywords:
Project of the plan, process of restoration and development, RES of HPPs, PSPPs, SPPs, WPPs, BioPPs classes, under the conditions of wartime, correction of deterministic models, autoregressive modelsAbstract
The analysis of the "Energy Security" section from the "Ukraine Recovery Plan" proposed in 2022 by the National Recovery Council of Ukraine, accessible at the provided electronic coordinates, continues with a focus on the recovery and development of renewable energy sources (RES), the Project is accessible at: https://www.kmu.gov.ua/storage/app/sites/1/recoveryrada/ua/restoration-and-development-of-infrastructure.pdf. It was found that the tabular models of the processes of recovery and development of RES in Ukraine, specifically for hydroelectric power stations (HPS), nuclear power plants (NPPs), and solar power plants (SPPs), proposed in the “Ukraine Recovery Plan” within the “Energy Security” section and transformed by us into the deterministic mathematical models using computer software, are only applicable for forecasting in case of wind power stations (WPS) and bioenergy stations (BioPS). In contrast, RES classes such as HPS, NPPs, and SPPs, do not correspond to the realities of today's warfare and the first post-war years. It is suggested to enhance the deterministic models of RES classes HPS, NPPs, and SPPs with stochastic components using the technique of generating impulses of stationary white noise with parameters calculated according to the estimates of the degree of destruction of RES facilities in Ukraine for HPS, NPPs, and SPPs classes. It is substantiated that adequate models for the process of recovery and development of RES facilities in Ukraine for HPS, NPPs, and SPPs are second-order autoregressive models, where the Yule-Walker method is used to determine the weight coefficients, implemented as a computer program developed by the authors of this article, but located in the author's work listed in the bibliography of this article under number 6. It has been proved that the mathematical models of the processes of limiting electricity generation by SPPs, WPS, and BioPS, graphically presented in the “Ukraine Recovery Plan” in the “Energy Security” section under the conditions of today's warfare and the first post-war years, lack the objective basis.
References
Національна рада з відновлення України, «Проект Плану відновлення України». Розділ «Енергетична безпека», 2022, 164 с. [Електронний ресурс]. Режим доступу: https://www.kmu.gov.ua/storage/app/sites/1/recoveryrada/ua/restoration-and-development-of-infrastructure.pdf .
Б. І. Мокін, і Д.О. Шалагай, «Синтез математичних моделей процесу відновлення та розвитку електроенергетики України, наближених до реалій воєнного сьогодення,» Вісник Вінницького політехнічного інституту, № 6, с. 6-13, 2023. https://doi.org/10.31649/1997-9266-2023-171-6-6-13 .
Ольга Буславець, 28 лютого 2023. [Електронний ресурс]. Режим доступу:
https://www.facebook.com/ olhabuslavets/posts/pfbid0jCwzcCNaLCCSHx93MMeRv9KLs7Tn8Fny7wJWwffZSzgoYJq7pCbVgNKz9ttZGwWPl .
Б. І. Мокін, В. Б. Мокін, і О. Б. Мокін, Навчальний посібник для опанування студентами способів розв’язання задач з функціонального аналізу мовою Python. Частина 1. Вінниця: ВНТУ, 2022, 124 с.. ISBN 978-966-641-892-3.
Б. І. Мокін, В. Б Мокін, і О. Б. Мокін, Функціональний аналіз, адаптований до прикладних задач в галузі інформаційних технологій, навч. посіб. Вінниця: ВНТУ, 2020, 192 с. ISBN 978-966-641-926-5
Б. І. Мокін, В. Б Мокін, і О. Б. Мокін, Навчальний посібник для опанування студентами способів розв’язання задач з функціонального аналізу мовою Python. Частина 2. Вінниця: ВНТУ, 2023, 144 с. ISBN 978-966-641-926-5.
Downloads
-
PDF (Українська)
Downloads: 62
Published
How to Cite
Issue
Section
License
This work is licensed under a Creative Commons Attribution 4.0 International License.
Authors who publish with this journal agree to the following terms:
- Authors retain copyright and grant the journal right of first publication.
- Authors are able to enter into separate, additional contractual arrangements for the non-exclusive distribution of the journal's published version of the work (e.g., post it to an institutional repository or publish it in a book), with an acknowledgment of its initial publication in this journal.
- Authors are permitted and encouraged to post their work online (e.g., in institutional repositories or on their website) prior to and during the submission process, as it can lead to productive exchanges, as well as earlier and greater citation of published work (See The Effect of Open Access).