Abstract

Full Text

Hoisting mechanisms operate under high dynamic loads determined by the need to maintain specified acceleration and deceleration rates during load lifting and the finite stiffness of the pull rope. Therefore, limiting oscillatory loads is a pressing issue. The study objective is to reduce the maximum level of dynamic loads in the hoisting mechanism elastic rope by adjusting the vector control system of a variable-frequency asynchronous electric drive. The paper examines a dual-mass system simulating the operation of a hoisting mechanism with a variable-frequency asynchronous electric drive and proposes a method for reducing the amplitude of elastic moment oscillations occurring in the rope during load lifting by adjusting the setpoint signal at the torque controller input. The correction is achieved by introducing a signal proportional to the difference between the specified ramp acceleration and the actual acceleration value determined by converting the signal from the first mass speed sensor, which can be easily mounted on the motor shaft or the lifting device drum into the vector system stator current torque-generating component control channel. The correction system can be configured using the known values of the inertia moment and static moment, which directly affect the electric drive acceleration. The proposed correction system can be implemented in the electric drive of the hoisting mechanism at overhead foundry cranes, which primarily handle two types of known mass loads, an empty ladle and a ladle filled to a predetermined level with molten metal, while the load-handling device mass remains constant. The need to dampen elastic vibrations in the rope arises at the maximum load of the electromechanical system, i.e., when lifting a ladle filled with metal, so the correction system is configured for this mode. The graphs obtained using computer modeling of uncorrected and corrected electromechanical systems with an asynchronous electric drive with vector control are presented, showing the proposed corrective means effectiveness for limiting the maximum level of dynamic loads in an elastic rope.

Keywords

load lifting mechanism, dual-mass system, elastic connection, asynchronous motor, frequency vector control, correction, computer modeling

Viktor N. Meshcheryakov D.Sc. (Engineering), Professor, Department Head, Automatic Electric Drive and Robotics Department, Lipetsk State Technical University, Lipetsk, Russia, This email address is being protected from spambots. You need JavaScript enabled to view it., https://orcid.org/0000-0003-2887-3703

Gleb A. Ternovskih Postgraduate Student, Automatic Electric Drive and Robotics Department, Lipetsk State Technical University, Lipetsk, Russia, This email address is being protected from spambots. You need JavaScript enabled to view it.

1. Klyuchev V.I. Teoria elektroprivoda [Electric Drive Theory]. Moscow, Energoatomizdat Publ., 2001. 696 p. (In Russian)

2. Bortsov Yu.A., Sokolovsky G.G. Tiristornye sistemy elektroprivoda s uprugimi svyazyami [Thyristor Electric Drive Systems with Elastic Links]. Leningrad, Energia Publ., Leningrad Branch, 1979. 160 p. (In Russian)

3. Meshcheryakov V.N., Kryukov O.V. Reduction of Dynamic Loads in an Electromechanical System Controlled by a Two-Motor Electric Drive Due to Control of the Speed Difference between the Motors. Spravochnik. Inzhenerhyi zhurnal. [Handbook. Engineering Journal], 2025, no. 6 (339), pp. 35-40. (In Russian). doi: 10.14489/hb.2025.06.pp.035-040

4. Abramovich I.I., Berezin V.N., Yaureh A.G. Gruzopodyemnye krany promyshlennykh predpriyatiy [Lifting cranes of industrial enterprises]. Moscow, Mashinostroenie Publ., 1989. 360 p. (In Russian)

5. Epifanov A.P. Elektromekhanicheskie preobrazovateli enrgii. [Electromechanical energy converters]. St. Petersburg, Publishing house "Lan", 2004. 208 p. (In Russian)

6. Kalachev Yu.N. Vektornoe regulirivanie (zametki praktika) [Vector control (notes of a practitioner)]. Moscow, EFO Company Publ., 2013. 72 p. (In Russian)

7. Vinogradov A.B. Vektornoe upravlenie elektroprivodami peremennogo toka. [Vector control of AC electric drives]. Ivanovo, Publishing house of the State Educational Institution of Higher Professional Education "ISPU named after V. I. Lenin", 2008. 320 p. (In Russian)

8. Belov M.P., Zementov O.I., Kozyaruk A.E., Novikov V.A., Chernigov L.M. Inzhiniring elektroprivodov i system avtomatizatsii [Engineering of electric drives and automation systems]. Moscow, Academy Publ., 2006. 368 p. (In Russian)

9. Meshcheryakov V.N., Danilov V.V. Increase of Energy Efficiency for Induction Motor with Vector Control by Means of Regulation of Flux-Generation Component of Stator Current at Half Static Load. Elektrotekhnicheskie sistemy i kompleksy [Electrotechnical Systems and Complexes], 2018, no. 3(40), pp. 4-11. (In Russian). doi: 10.18503/2311-8318-2018-3(40)-4-11

10. Bose, B.K. Modern power electronics and AC drives. New Jersey, USA, Prentice Hall PTR, 2002. 711 p.

11. Korn G., Korn T. Spravochnik po matematike [Reference book of Mathematics]. Moscow, Science Publ. 1970. 832 p. (In Russian)

12. Besekersky V.A., Popov E.P. Teoriya system avtomaticheskogo regulirovaniya [Theory of Automatic Control Systems]. Moscow, Profession Publ., 2004. 747 p. (In Russian)

13. Terekhin V.B. Modelirovanie system elektroprivoda v Simulink (Matlab 7.0.1) [Modeling of Electric Drive Systems in Simulink (Matlab 7.0.1)]. Tomsk, Publishing House of Tomsk Polytechnic University, 2010. 292 p. (In Russian)

14. Tokarev L.N., Shiu N.V. Programmy dlya modelirovaniya elektromekhanicheskikh system [Programs for modeling electromechanical systems]. St. Petersburg, Publishing and Printing Center of St. Petersburg State Technical University "LETI", 1999. 152 p. (In Russian)

 

Meshcheryakov V.N., Ternovskih G.A. Limiting Elastic Oscillations in a Rope when Lifting Loads by Correcting an Asynchronous Electric Drive with Vector Control. Elektrotekhnicheskie sistemy i kompleksy [Electrotechnical Systems and Complexes], 2026, no. 1(70), pp. 4-10. (In Russian). https://doi.org/10.18503/2311-8318-2026-1(70)-4-10