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The Dynamic Model of Conveyor Belt Stresses

Authors: Khodusov, Valery; Pihnastyi, Oleh; Kozhevnikov, Georgii;

The Dynamic Model of Conveyor Belt Stresses

Abstract

{"references": ["1. Pihnastyi, O., Khodusov, V.: Model of a composite magistral conveyor line. In: IEEE First International Conference on System Analysis & Intelligent Computing (SAIC), pp. 68\u201372. IEEE Kyiv, Ukraine (2018), https://doi.org/10.1109/saic.2018.8516739", "2. Semenchenko, A., Stadnik, M., Belitsky, P., Semenchenko, D., Stepanenko, O.: The impact of an uneven loading of a belt conveyor on the loading of drive motors and energy consump-tion in transportation. Eastern European Journal of Enterprise Technologies 4/1(82), 42\u201351 (2016), https://doi.org/10.15587/1729-4061.2016.75936", "3. Lauhoff, H.: Speed Control on Belt Conveyors \u2013 Does it Really Save Energy? Bulk Solids Handling Publ. 25(6), 368\u2012377 (2005).", "4. Pihnastyi, O., Khodusov, V.: Model of conveyer with the regulable speed. Bulletin of the South Ural State University. Ser. Mathematical Modelling, Programming and Computer Software 4(10), 64\u201277 (2017), https://doi.org/10.14529/mmp170407.", "5. Nordell, L.K., Ciozda, Z.P: Transient belt stresses during starting and stopping: Elastic re-sponse simulated by finite element methods. Bulk Solids Handling 4(1), 99\u2012104 (1984).", "6. Alspaugh, M.: The Evolution of Intermediate Driven Belt Conveyor Technology. Bulk Sol-ids Handling 3(23), 168\u2013173 (2003).", "7. Lodewijks, G.: Determination of rolling friction of belt conveyors using rubber data: fact or fiction? Bulk Solids Handling 24, 16\u201222 (2004).", "8. Pihnastyi, O., Khodusov, V.: Optimal control problem for a conveyor-type production line. Cybernetics and Systems Analysis 54(5), 744\u2013753 (2018), https://doi.org/10.1007/s10559-018-0076-2", "9. Reutov, A.: Simulation of load traffic and steeped speed control of conveyor. In: IOP Con-ference Series: Earth and Environmental, vol. 87, pp. 1-7. 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Powder Technology 327, 408\u2013419 (2018).", "15. Pingyuan, X., Yandong, S.: Application Research on BP Neural Network PID Control of the Belt Conveyor. The Journal of Data, Information and Management 9(6), 266\u2012270 (2011).", "16. Mathaba, T., Xia, X.: A parametric energy model for energy management of long belt con-veyors. Energies 8(12), 13590\u201313608 (2015), https://doi.org/10.3390/en81212375", "17. Yang, G.: Dynamics Analysis and Modeling of Rubber Belt in Large Mine Belt Conveyors. Sensors & Transducers 181(10), 210\u2013218 (2014).", "18. Xinglei, L., Hongbin, Y.: The Design and Application of Control System Based on the BP Neural Network. In: Proceedings of the 3rd International Conference on Mechanical Engi-neering and Intelligent Systems, pp. 789\u2013793. Yinchuan, China (2015).", "19. Wolstenholm, E.: Designing and assessing the benefits of control policies for conveyor belt systems in underground mines. Dynamica 6(2), 25\u201335 (1980).", "20. Andrejiova, M., Marasova, D.: Using the classical linear regression model in analysis of the dependences of conveyor belt life. Acta Montanistica Slovaca 18(2), 77\u201384 (2013).", "21. Lu, Y., Li, Q.: A regression model for prediction of idler rotational resistance on belt con-veyor. Measurement and Control 52(5-6), 441\u2012448 (2019), https://doi.org/10.1177/0020294019840723", "22. Pihnastyi, O.: Control of the belt speed at unbalanced loading of the conveyor. Scientific bul-letin of National Mining University. \u2013 Dnipro: State Higher Educational Institution \u00abNation-al Mining University\u00bb 6, 122\u2013129 (2019), https://doi.org/10.29202/nvngu/2019-6/18", "23. Pihnastyi, O., Kozhevnikov, G., Bondarenko T.: The Information Controlling Model Transport System During Transient Conditions. In: IEEE International Scientific-Practical Conference Problems of Infocommunications, Science and Technology, pp. 197\u2013201. Kyiv, Ukraine (2019).", "24. DIN 22101:2002-08. Continous conveyors. Belt conveyors for loose bulk materials. Basics for calculation and dimensioning. [Normenausschuss Bergbau (FABERG), DIN Deutsches Institut f\u00fcr Normung e.v. Normenausschuss Maschinenbau (NAM)], p.51 (2002).", "25. Budishevsky, V., Sulima, A.: Theoretical foundations and calculations of transport of ener-gy-intensive industries. DonGTU, Donetsk, Ukraine (1999).", "26. Pascual, R., Meruane, V., Barrientos G.: In: the XXVI Iberian Latin-American Congress on Computational Methods in Engineering, pp.1\u201315, Santo, Brazil (2005)."]}

The article considers the causes of dynamic stress when moving a conveyor belt with a material. The main factors of the occurrence of the dynamic resistance in the conveyor system are defined. It is demonstrated what the propagation speed of perturbations substantially depends on the loading level of the conveyor system with the material. When constructing a model of dynamic stresses, Hooke's law was used, which is an accurate approximation for most sol-id bodies, as long as the forces and deformations are small enough. The main attention in the article is given to the causes of dynamic stresses at the start of the conveyor system. When calculating the deformations, the inertia forces of the moving material and tape are taken into account. The analysis of the appearance of dynamic stresses at a constant value of the conveyor belt acceleration and the linear nature of the change in the value of the conveyor belt acceleration was carried out.

Country
Ukraine
Keywords

Propagation Speed of Disturbances, oscillatory process, acceleration, tension force, Tension Force, Oscillatory Process, propagation speed of disturbances, conveyor belt, Conveyor Belt, Acceleration

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