Structural form improvement of steel narrow-based lattice supports for high-reliability overhead lines
https://doi.org/10.22227/2305-5502.2025.2.2
Abstract
Introduction. The development of electric networks directly depends on cost and reliability of overhead line structures, which requires, first of all, clarification of static and dynamic loads and impacts in order to assess the bearing capacity during design and operation; search, development and testing of new optimal solutions for overhead line supports, as well as well as an integrated approach to network design as single structural system based on requirements for manufacturing, installation and operation. The purpose of work is to find the optimal structural form of steel narrow-base tower and portal supports for 35 and 110 kV overhead lines.
Materials and methods. When studying tower single and portal supports of 35 and 110 kV overhead power lines with diagonals and spacers by weight, normal, emergency and installation modes of operation were taken into account for anchored sections with overhead line rotation angles from 0 to 60°. The line was considered as single system. When studying anchor-angle supports by weight, possible operating modes were taken into account: normal, emergency and installation for different rotation angles of line route.
Results. Has been developed an algorithm for determining voltages for all operating modes of current-carrying wires and required number of overhead power line spans regulated by regulatory documents. For the first time has been solved the problem of calculating the stress-strain state for overhead power line as single system, taking into account the joint operation of current-carrying wires, ground wires, insulator strings, supports and foundations. Based on proposed numerical optimization method mass and cost of narrow-base supports have been further reduced by up to 20 %.
Conclusions. Proposed narrow-base supports are technologically advanced in manufacturing, installation and operation. Portal supports with and without reinforcing diagonals are rational in anchor-angle versions of 110 kV, especially with large loads from plane and significant differences in terrain, as well as in intermediate versions of 110 kV with support height of up to 27 m. On 35 kV overhead lines the use of portal free-standing supports gives a positive effect only for intermediate versions up to 20 m high.
About the Authors
A. V. TanasogloRussian Federation
Anton V. Tanasoglo — Candidate of Technical Sciences, Associate Professor, Associate Professor of the Department of Metal and Wooden Structures
26 Yaroslavskoe shosse, Moscow, 129337
RSCI AuthorID: 1213498, Scopus: 56826221800, ResearcherID: JFA-6248-2023
I. M. Garanzha
Russian Federation
Igor M. Garanzha — Candidate of Technical Sciences, Associate Professor, Associate Professor of the Department of Metal and Wooden Structures
26 Yaroslavskoe shosse, Moscow, 129337
RSCI AuthorID: 564746, Scopus: 56437725200, ResearcherID: AAD-8595-2022
A. N. Orzhekhovskyi
Russian Federation
Anatoliy N. Orzhekhovskyi — Candidate of Technical Sciences, Associate Professor, Associate Professor of the Department of Theoretical and Applied Mechanics
22 Derzhavina st., Makeevka, 86123, DPR
RSCI AuthorID: 968202, Scopus: 57214804876, ResearcherID: AAP-3799-2021
M. M. Pisareva
Russian Federation
Milena M. Pisareva — student
26 Yaroslavskoe shosse, Moscow, 129337
References
1. Kryukov K.P., Novgorodtsev B.P. Design and mechanical analysis of power transmission lines. Lenin-grad, Energy, 1979; 312. (rus.).
2. Golikov A., Gubanov V., Garanzha I. Atypical structural systems for mobile communication to-wers. IOP Conference Series : Materials Science and Engineering. 2018; 365:052010. DOI: 10.1088/1757-899X/365/5/052010
3. Shevchenko E.V. Analysis of stability criteria for overhead lattice tower type supports. Bulletin of DNACEA. 2013; 13(4):101-114. (rus.).
4. Shapovalov S.N., Udod E.I. Increase of reliability and durability of electric grid structures. Kiev, Buildings, 2017; 434.
5. Vedyakov I.I., Eremeev P.G., Solovyev D.V. Scientific and technical support and standard requirements when realizing projects of buildings and structuress with increased level of responsibility. Industrial and Civil Engineering. 2018; 12:14-19. EDN VRJMYQ. (rus.).
6. Nazim Ya.V. Features of design structures for overhead line’s transition supports. Modern Industrial and Civil Constructions. 2019; 11(3):38-49. (rus.).
7. Mironov A.N., Shevchenko E.V. Problems of stability of tower-type overhead lattice support rods. Bulletin of DNACEA. 2017; 3(113):11-24. (rus.).
8. Tanasoglo A.V., Garanzha I.M., Fedorova S.R. Monitoring of single-post free-standing supports of overhead power linesunder the action of wind loads. Housing Construction. 2023; 12:73-78. DOI: 10.31659/0044-4472-2023-12-73-78. EDN ZSSEHX. (rus.).
9. Senkin N.A., Filimonov A.S. Interaction of structural elements in the overhead transmission power line. Housing Construction. 2024; 1-2:101-108. DOI: 10.31659/0044-4472-2024-1-2-101-108. EDN SCMQKH. (rus.).
10. Efimov E.N., Timashova L.V., Yasinskaya N.V. Causes and nature of damage to components of overhead power transmission lines with voltage of 110–750 kV in 1997–2007. Energy of Unified Grid. 2012; 5(5):32-41. EDN VXCBYN. (rus.).
11. Shevchenko Ye., Nazim Ya., Tanasoglo A., Garanzha I. Refinement of Wind Loads on Lattice Support Structures of the Intersystem Overhead Power Transmission Lines 750kV. Procedia Engineering. 2015; 117:1028-1035. DOI: 10.1016/j.proeng.2015.08.225
12. Khawaja A.H., Huang Q., Khan Z.H. Monitoring of Overhead Transmission Lines : а Review from the Perspective of Contactless Technologies. Sensing and Imaging. 2017; 18(1). DOI: 10.1007/s11220-017-0172-9
13. Ohsaki M. Optimization of Finite Dimensional Structures. Tokyo, CRC Press Taylor & Francis Group, 2019; 221.
14. A.S.C.E Design of Latticed Steel Transmission Structures. New York, A.S.C.E, 2021; 98.
15. Bazant Z.P., Cedolin L. Stability of structures. New York, Oxford University Press, 2010; 1011. DOI: 10.1142/9789814317047
16. Coskun S.B. Advances in computational stability analysis. Rijeka, InTech, 2018; 132.
17. Winterstetter T., Schmidt H. Stability of circular cylindrical steel shells under combined loading. Thin-Walled Structures. 2002; 40(10):893-910. DOI: 10.1016/S0263-8231(02)00006-X
18. Yoo C.H., Lee S.C. Stability of structures — principles and applications. New York, Elsevier Academic Press, 2017; 529.
19. Yang B. Stress, strain, and structural dyna-mics : an interactive handbook of formulas, solutions, and MATLAB Toolboxes. Cambrige, Elsevier Academic Press, 2020; 314.
20. Gorokhov E.V., Vasilev V.N. Strength tests of stability for fragments of tower supports of 330 kV overhead lines. Modern Industrial and Civil Constructions. 2019; 15(3):53-62. (rus.).
21. Nazim Ya.V., Gorokhov E.V. The grid optimization of overhead line supports according to the criterion of rod stability. Metal Constructions. 2017; 21(2):20-36. (rus.).
22. Vasilev V.N., Salivon Yu.I., Bakaev S.N. Algorithm for monitoring the technical condition of lattice steel supports of high-voltage overhead transmission lines. Metal Constructions. 2018; 18(2):135-149. (rus.).
23. Kondrateva O.E., Voronkova E.M., Loktio-nov O.A. Impact assessment of weather and climate events on overhead transmission lines reliability with voltages up to 110–220 kV. 2021 3rd International Youth Conference on Radio Electronics, Electrical and Power Engineering (REEPE). 2021; 1-6. DOI: 10.1109/REEPE51337.2021.9388054
24. Senkin N.A. Consideration of progressive collapse in the design of overhead power transmission line supports. Bulletin of Civil Engineers. 2022; 4(93):37-46. DOI: 10.23968/1999-5571-2022-19-4-37-46. EDN MXCQXB. (rus.).
Review
For citations:
Tanasoglo A.V., Garanzha I.M., Orzhekhovskyi A.N., Pisareva M.M. Structural form improvement of steel narrow-based lattice supports for high-reliability overhead lines. Construction: Science and Education. 2025;15(2):20-39. (In Russ.) https://doi.org/10.22227/2305-5502.2025.2.2