The aeroelastic instability of an ice-covered wire of overhead power transmission lines was investigated. An engineering method for calculating critical wind velocities is proposed. This method makes it possible to define the boundaries of the region of wire galloping of the split phase of a multi-span transmission line. The results that were contained can be used when developing measures to protect overhead power transmission lines from wire galloping.
Similar content being viewed by others
References
J. P. Den-Hartog, “Transmission line’s vibrations due to sleet,” Tr. AIEE, 51, 1074–1076 (1932).
V. I. Van’ko and I. K. Marchevskii, “PTL wire galloping – instability according to Lyapunov,” Izv. VUZ Energet. Ob’ed. SNG. Energetika, Iss. 6, 14–23 (2014).
L. D. Pustyl’nikov and V. A. Shkaptsov, “Aerodynamically unstable oscillations of overhead power transmission lines with ice deposits,” Izv. AN SSSR. Energet. Transp., No. 2, 103–109 (1991).
I. P. Sukhanov, “The question of the dynamic instability of ice-covered wires,” in High-Altitude Transmission Lines: Abstr. All-Union Sci.-Techn. Meeting, Moscow (1986).
A. I. Polevoi, “Triggering event for wire galloping under the action of wind and ice,” Izv. AN SSSR. Energet. Transp., No. 6, 49–58 (1987).
V. Ya. Gorin, N. N. Davidson, and E. A. Marasina, “Methodology of determining critical wind velocity with wire galloping of overhead PTLs,” Nauk. Pratsi DonNTU. Ser. Elektrotekh. Energet., No. 7 (128), 52–57 (2009).
F. N. Shklyarchuk and A. N. Danilin, “Nonlinear oscillations and wire galloping with icing,” Izv. TulGU Tekhn. Nauki., Iss. 11, Energet. Elektrosnab. Elektroprivod, 188–197 (2013).
V. A. Fel’dshtein, S. V. Kolosov, and S. V. Ryzhov, A Model of the Dance of Wires of OLHs and Calculation of Pro- tection Facilities, IATs Energiya, Moscow (2010), pp. 145–156.
E. S. Glebov, Wire Galloping on 500 kV Overhead Power Transmission Lines, BTI ORGRES, Moscow (1965).
O. Nigoland and G. J. Clarke, “Conductor galloping and control based on torsional mechanism,” IEEE, 74 016-2 (1974).
A. Luongo and G. Piccardo, “Linear instability mechanisms for coupled translational galloping,” J. Sound Vib., 288, No. 4–5, 1027–1047 (2005).
M. B. Waris, T. Ishihara, and M. W. Sarwar, “Galloping response prediction of ice-accreted transmission lines,” Proc. 4th Int. Conf. Advances in Wind and Structures (AWAS’08), Jeju, Korea, May 29–31, 2008, pp. 876–885.
Mingzhe Hen and J. H. G. Macdonald, “An analytical solution for the galloping stability of a 3 degree-of-freedom system based on quasi-steady theory,” J. Fluid Struct., 60, 23–36 (2016).
N. Nikitasa and J. H. G. Macdonald, “Misconceptions and generalizations of the Den-Hartog galloping criterion,” J. Eng. Mech., 140, No. 4, 04013005 (2014).
H. Riaz, S. K. Biswas, and N. U. Ahmed, “Stochastic model jag and stabilization of galloping transmission lines,” Electr. Pow. Syst. Res., 10, 137–143 (1986).
W. Y. Ma, Q. K. Liu, X. Q. Du, and Y. Y. Wei, “Effect of the Reynolds number on the aerodynamic forces and gal- loping instability of a cylinder with semi-elliptical cross sections,” J. Wind Eng. Ind. Aerod., 146, 71–80 (2015).
K. F. Jones, “Coupled vertical and horizontal galloping,” J. Eng. Mech. ASCE, 118, No. 1, 92–107 (1992).
A. Petre, “Fluttering of the ‘electrical line galloping’ type for wires of continuous mass,” Bulet. Inst. Politeh. Ghe- orghe Gheorghiu-Dej, București, XXIX, No. 3, 103–107 (1967).
M. A. Dzhamanbaev, N. P. Tokenov, and B. A. Imangaliev, “Determinations of the critical wind velocity current during galloping of the split phase of overhead lines,” Vestn. KazNTU, No. 3, 254–262 (2015).
S. S. Rzhevskii and E. A. Khvoles, “Wire galloping on the 500 kV Bugulma–Beketov OHLs,” Nauch. Trudy NII Energoset’proekt, Iss. 9, 197–202 (1977).
E. N. Lovetskaya, D. S. Savvaitov, and V. A. Shkaptsov, “Analysis of cases of wire galloping of 10–750 kV OHLs,” Elektr. Stants., No. 2 (1987).
A. B. Bekbaev, M. A. Dzhamanbaev, R. Abitaeva, et al., “Estimate of maximum expected intensity of one-half-wave line galloping. International science index,” Int. Scholarly and Sci. Research & Innovation, waset.org, Dubai, UAE, No. 17 (11), 1745–1747 (2015).
M. A. Dzhamanbaev and R. Sh. Abitaeva, “A mathematical model of the galloping of a split phase (multi-span system),” Nauka, No. 4–2, 318–323 (2016).
M. A. Dzhamanbaev, R. Sh. Abitaeva, and A. Kasimov, “Aerodynamic characteristics of a profile of the profile of the cross-section of a wire with an ice deposit,” Scientific Heritage of Shakhmardan Esenov: Proc. Int. Satpaev Readings, KazNITU Satpaeva, Almaty (2017), pp. 817–820.
D. I. Ageikin and M. A. Balashov (eds.), Reference Manual for Designing Automation Elements and Systems, Oboron. Prom., Moscow (1959).
Author information
Authors and Affiliations
Corresponding author
Additional information
Translated from Izmeritel’naya Tekhnika, No. 6, pp. 25–30, June, 2019.
Rights and permissions
About this article
Cite this article
Dzhamanbaev, M.A., Chakeeva, K.S., Karataeva, Z.E. et al. A Method of Calculating Critical Wind Speeds in Determining the Boundaries of the Region of Wire Galloping of a Split-Phase Multi-Span Transmission Line. Meas Tech 62, 503–510 (2019). https://doi.org/10.1007/s11018-019-01653-7
Received:
Published:
Issue Date:
DOI: https://doi.org/10.1007/s11018-019-01653-7