Abstract
This article presents a mathematical model of thermal processes in a flow hydraulic drive under extreme operating conditions. Transient processes for liquids of the A, AMG-10 brand in the range of ambient temperature change from −40 ℃ to +20 ℃ are considered. For liquid DP-11 from +20 ℃ to +40 ℃. In order to determine the adequacy of the proposed model, we calculated the average deviation of the theoretical results obtained from the experimental ones. It was found that for A grade A liquid, the average deviation does not exceed 3.5%, for AMG-10 liquid −3.2%, for DP-11 liquid −3,84%. The results showed that due to the circulation of the working fluid in the flow system allows, at low ambient temperatures (at −30 ℃), to raise the temperature in the hydraulic drive to medium for 15 min and maintain this temperature regime, at ambient temperatures of 40 ℃, after 40 min of operation of the hydraulic system, the temperature of the working fluid rises to 80 ℃, in the next 110 min the temperature rises to 96 ℃, which is a severe temperature regime for the fluid in question. The article shows that by changing the external heat exchange area of the hydraulic drive, in particular the shape of the hydraulic tank, it is possible to reduce the temperature rise of the working fluid by 15 ℃.
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References
Final report of IMSS AS RUz under the grant KA-3-007 Improving the quality of work of vertical-spindle cotton harvesters and the system of automatic copying of the field profile by harvesting machines, Tashkent (2017)
Shermukhamedov, A., Annakulova, G.K., Astanov, B.J., Akhmedov, S.A.: Mathematical modeling of a hydraulic hitched system ofgantry tractor with high clearance used in horticulture andviticulture. VII International Scientific Conference integration, partnership and innovation in construction science and education (IPICSE–2020) from 11 to 14 of November(2020)
Ivanovsky, Y., Morgunov, K.P.: Fundamentals of the Theory of Hydraulic Drive. Lan Publishing House, St. Petersburg (2018)
Yushkin, V.V.: Basics of Calculating the Volumetric Hydraulic Drive. Higher school, Moscow (2008)
Lei, L., Haihong, H., Fu, Z.: Analysis of a Novel Energy-Efficient System with Double-Actuator for Hydraulic Press. Pergamon-elsevier science Ltd, The Boulevard, Langford lane, Kidlington, Oxford ox5 1gb, England (2017)
Shermukhamedov, A.A.: Development of scientific foundations for modeling working processes in hydraulic drives of mobile cargo vehicles operated in extreme conditions. Diss...Doc. Tech. Sci., Tashkent, TADI (2000)
Grinchar, N.G., Zaitseva, N.A. Basics of hydraulic machinery. Part 2. Uchebno-metodicheskijcentr po obrazovaniunazheleznodorozhnomtransporte, Moscow (2016)
Li, K., Lv, Z., Lu, K., Yu, P.: Thermal-hydraulic modeling and simulation of the hydraulic system based on the electro-hydrostatic actuator. Procedia Eng. 80, 272–281 (2014). https://doi.org/10.1016/j.proeng.2014.09.086
Borshcheva, N.O., Sorokin, A.E., Belyavski, A.E.: Heat pipe with a thermal hydraulic store. Rus. Eng. Res. 40(2), 175–178 (2020). https://doi.org/10.3103/S1068798X20020070
Koneva, V., Polovnikov, E., Krut, O., Merdanov, S., Zakirzakov, G.: Investigation and development of the thermal preparation system of the trailbuilder machinery hydraulic actuator. IOP Conf. Ser.: Mat. Sci. Eng. 221, 012001 (2017). https://doi.org/10.1088/1757-899X/221/1/012001
Li, C.-G., Jiao, Z.-X.: Thermal-hydraulic modeling and simulation of piston pump. Chin J. Aeron. 19(4), 354–358 (2006). https://doi.org/10.1016/S1000-9361(11)60340-3
Volkov, A.A., Mischenko, V.Y., Ionov, V.A.: Influence of Level of Forcing Pressure on Thermal Losses in Aircraft Hydraulic System. Qual. Life 26–32 (2017)
Cherednichenko, V.S., Sinitsyn, V.A., Aliferov, A.I., Sharov, Y.I.: Heat transfer, Moscow, LLC Scientific Publishing Center INFRA-M (2020)
Lou, L., Wu, W.-R., Wang, Z.-Q., Liang, X.-J.: Thermal-hydraulic modeling and analysis of spool valve with sloping U-shape notch by bond graph. J. Centl. South Univ. 22(11), 4205–4212 (2015). https://doi.org/10.1007/s11771-015-2968-x
Annakulova, G.K.: Orbital stability analysis of trajectories of highly nonlinear dynamic systems with feedback coupling. Intell. Inf. Technol. Math. Model. J. Phys.: Conf. Ser. 1151 (2021)
Cengel, Y.A., Boles, M.A.: Thermodynamics: An Engineering Approach. McGraw-Hill Higher Education (2006)
Kurpayanidi, K., et al.: The issue of a competitive national innovative system formation in Uzbekistan. E3S Web Conf. 159 (2020)
Kurpayanidi, K.: National innovation system as a key factor in the sustainable development of the economy of Uzbekistan. E3S Web Conf. 258 (2021)
Abdullaev, A., et al. Covid-19 pandemic in central Asia: policy and environmental implications and responses for SMES support in Uzbekistan. E3S Web Conf. 258 (2021)
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Shermukhamedov, A., Astanov, B., Tojiboev, S. (2023). Modeling of Thermal Processes in Flow-Through Hydraulic Drives. In: Zokirjon ugli, K.S., Muratov, A., Ignateva, S. (eds) Fundamental and Applied Scientific Research in the Development of Agriculture in the Far East (AFE-2022). AFE 2023. Lecture Notes in Networks and Systems, vol 706. Springer, Cham. https://doi.org/10.1007/978-3-031-36960-5_55
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