• Home
  • Historical notes
  • Articles & Issues
    • Current
    • All Issues
  • About
    • Aims and Scope
    • Editorial Board
    • Indexing
    • Sources of Financing
  • For Authors
    • Submission
    • Terms of Publication
    • Formatting Guidelines
    • Peer Review Process
    • Article Processing Charges
    • License Agreement
  • Ethics & Policies
    • Publication Ethics
    • Conflict of Interest
    • Open Access Policy
    • Archiving
    • Complaints Policy
    • Privacy Statement
    • Corrections and Retractions
    • Anti-plagiarism Policy
    • Generative AI Policy
  • Contacts
en English
  • Українська Українська

UkrainianProfessional Education

  • Submit an article
  • Home
  • Articles & Issues
    • Current
    • All Issues
  • About
    • Aims and Scope
    • Editorial Board
    • Indexing
    • Sources of Financing
  • For Authors
    • Submission
    • Terms of Publication
    • Formatting Guidelines
    • Peer Review Process
    • Article Processing Charges
    • License Agreement
  • Ethics & Policies
    • Publication Ethics
    • Conflict of Interest
    • Open Access Policy
    • Archiving
    • Complaints Policy
    • Privacy Statement
    • Corrections and Retractions
    • Anti-plagiarism Policy
    • Generative AI Policy
  • Search
  • Contacts

Article

  • Read article
  • Download article

Received 25.01.2025

Revised 27.05.2025

Accepted 30.06.2024

Retrieved from Iss. 115, P. 2, 2024

Pages 233 -244

  • 158 Views

Suggested citation

Parovenko, O., Medvediev, K., Yevseichyk, Yu., Koretsky, A., Snytko, V., & Sviatyshenko, I. (2024). THEORETICAL BASES OF CALCULATION OF UNSTEADY FLUID MOTION. Automobile Roads and Road Construction, (115.2), 233-244. https://doi.org/10.33744/0365-8171-2024-115.2-233-244

THEORETICAL BASES OF CALCULATION OF UNSTEADY FLUID MOTION

Oksana Parovenko Kostiantyn Medvediev Yurii Yevseichyk Andrii Koretsky Valerii Snytko Iryna Sviatyshenko

Abstract

An important component for the capacity of irrigation canals is the determination of water flow parameters. Therefore, the purpose of the study was to consider the conditions of water flow under which unsteady motion occurs in the cross-sections of irrigation canals and hydraulic structures. Analyzing these conditions will make it possible to correctly determine the capacity of such structures, which is extremely important for their design and efficient operation. The main problem is the lack of appropriate recommendations for taking into account unsteady traffic when calculating the capacity of structures on irrigation canals. While such recommendations exist for steadystate traffic. Thus, one of the objectives of the study is to determine the effect of boundary conditions on the characteristics of movement in cross sections of structures during unsteady flow. The results obtained will be important for determining the capacity of hydraulic structures under different flow regimes, which is key to their optimal operation. When reconstructing irrigation canals, one of the ways to increase their capacity is to increase their geometric dimensions. However, if the dimensions of the structure are left unchanged, it will restrict the channel after it is widened, causing a backwater near the structure. When deciding on the reconstruction of an irrigation canal, it is important to consider how different degrees of compression of the canal by the structure will affect the flow elements under conditions of unsteady flow. Studying this issue will help determine the ability of the existing structure without reconstruction to ensure the passage of increased water flows at acceptable levels after the canal expansion. A number of numerical experiments have been conducted that take into account the impact of various indicators on the capacity of the structure. The analysis of the actual conditions of flow in irrigation canals made it possible to properly take into account the nature of unsteady flow in the operation of the irrigation system as a whole. Consideration of the change in water flow in the barrier structure will allow us to determine how flow fluctuations decrease with distance from the structure. This phenomenon is known as flattening or transformation, and it is important in the design of hydraulic structures in irrigation systems

Keywords:

unsteady motion, hydraulic structures, irrigation canals, numerical methods, boundary conditions, flow regimes

References

  1. Tkachuk, S.H. (2013). Hydraulics, hydrology, hydrometry. Kyiv: Katedra.
  2. Hnativ, R.M., & Tazalova, N.M. (2013). Classification of unsteady fluid motion. Bulletin of Lviv Polytechnic National University, 758. 
  3. Konstantynov, Yu.M., & Hizha, O.A. (2006). Engineering hydraulics. Kyiv: Slovо.
  4. Bashkevych, I.V., Yevseichyk, Yu.B., Medvediev, K.V., Parovenko, O.M., & Sviatyshenko, I.I. (2022). Influence of the degree of submergence and constriction on flow passage in the opening of a hydraulic structure under unsteady fluid motion. Automobile Roads and Road Construction, 111, 140-148.
  5. Yevseichyk, Yu.B., Medvediev, K.V., Parovenko, O.M., & Sviatyshenko, I.I. (2022). Determination of the roughness coefficient for calculating unsteady fluid motion flow. Automobile Roads and Road Construction, 112, 163-169.
Share
Facebook
Twitter
LinkedIn
Email
Telegram
Viber
WhatsApp

https://doi.org/10.33744/0365-8171-2024-115.2-233-244

Address
01010, Ukraine, Kyiv,
1, M. Omelianovycha-Pavlenka Str.


Email
ntu@arrcjournal.org

Main information
  • Aims and Scope
  • Indexing
  • Terms of Publication
  • Editorial Board
  • Publication Ethics
Additional information
  • Complaints Policy
  • Peer Review Process
  • Open Access Policy
  • Anti-plagiarism Policy
  • Generative AI Policy
  • Archiving