Designing the perforated element of a subsoiler plate: topological optimization
https://doi.org/10.26897/2687-1149-2024-3-11-18
Abstract
The development or modernization of tillage machinery aims to increase its service life and efficiency and reduce the negative impact on the soil. In order to increase the efficiency of agricultural machines, the author attempted to optimize the working element of a subsoler – its plate – through topological and parametric modeling. The subsoiler plate with the mass of 1.925 kg with maximum stresses 176.8 MPa was used as a base model. The author determined the plate zones having the least influence on the stiffness and strength of the implement structure. When designing the modernized plate, the following parameters were taken into account: safety factor on the ultimate strength – 1.5 to 2; maximum mass reduction – less than 50%, minimum reduction – more than 10%. The plate is manufactured by laser cutting from 09G2S or 30XGSA steel. The manufacturing process, strength and wear characteristics, and cost were considered to be not lower than the base variant. The algorithm developed in the SysML system modeling language helped systematize the process and establish functional and non-functional requirements and limitations. Using Autodesk Fusion 360 automatic design system, the author developed the rational geometric shape of the soil cultivation plate of the subsoiler with a mass of 1.585 kg and a maximum stresses of 169.5 MPa according to this algorithm. Topological optimization resulted in a 17.67% reduction in the part’s weight at the second iteration while maintaining strength and wear resistance characteristics. By determining the thickness of the element, the author established compliance with the safety factor requirement. Samples of subsoiler plates with thickness of 16 mm were made of 09G2S steel. To confirm the calculated strength characteristics it is necessary to carry out laboratory and field tests of the prototype of the lightweight design.
Keywords
About the Author
A. E. UshakovRussian Federation
Aleksandr E. Ushakov, PhD (Eng), Associate Professor
346428, Russian Federation, Rostov region, Novocherkassk, Pushkinskaya Str., 111
References
1. Bashin K.A., Torsunov R.A., Semenov S.V. Topology optimization methods in aerospace industry. PNRPU Aerospace Engineering Bulletin.2017;51:51-56. (In Russ.) https://doi.org/10.15593/2224-9982/2017.51.05
2. Pavlov S.P., Bodyagina K.S. Modified SIMP method-based topological optimization of structures consisting of several materials. Mathematics and Mathematical Modeling. 2020;19-34. (In Russ.) https://doi.org/10.24108/mathm.0619.0000211
3. Supotnitsky E.S., Kurmosov V.E., Andreyeva Т.V. Topological optimization of designs in the field of designing. Nauchnoe Obozrenie. Pedagogicheskie Nauki = Scientific Review. Pedagogical science. 2019;3 2:91 95. (In Russ.)
4. Salakhov I. Agrotechnical aspects of the working unit application for underground soil treatment. Vestnik of Kazan State Agrarian University. 2017;3:82 85. (In Russ.) https://doi.org/10.12737/article_5a1d9aa31ec6e6.52700948
5. Kambulov S.I., Rykov V.B., Trubilin E.I., Kolesnik V.V. Technological aspects of soil deployment. Polythematic Online Scientific Journal of Kuban State Agrarian University. 2019;153:193 201. (In Russ.) https://doi.org/10.21515/1990-4665-153-021
6. UshakovA.E. Development and testing of tillage tools for reclamation deep loosening of sloping lands. Vestnik NGIEI. 2022;2:31-40. (In Russ.) https://doi.org/10.24412/2227-9407-2022-2-31-40
7. Pashchenko V.F., SyromyatnikovYu.N., Khramov N.S. Physical proccesses of soil interaction with a working tool with a flexible element. Agriculture. 2017;3:33 42. (In Russ.)
8. Prokopov V.S., Vdovin D.S., Khrykov S.S. Advantages of using the topological optimization method at the design stage of an industrial product. Systems of Designing, Technological Preparation of Production and Management of the Life Cycle Stages of an Industrial Product: Proceedings of the XVII International Scientific and Practical Conference. Moscow, RAS Institute of Management Problems named after V.A. Trapeznikov, 2017:26 29. (In Russ.)
9. Xie L., Li H., Zhang Y., Liu X., Zhao Y. Topology optimization and numerical analysis of cold plates for concentrating photovoltaic thermal management. Case Studies in Thermal Engineering. 2023;52:103713. https://doi.org/10.1016/j.csite.2023.103713
10. Rad M.M., Habashneh M., Lógó J. Reliability based bi-directional evolutionary topology optimization of geometric and material nonlinear analysis with imperfections. Computers & Structures. 2023;287:107120. https://doi.org/10.1016/j.compstruc.2023.107120
Review
For citations:
Ushakov A.E. Designing the perforated element of a subsoiler plate: topological optimization. Agricultural Engineering (Moscow). 2024;26(3):11-18. (In Russ.) https://doi.org/10.26897/2687-1149-2024-3-11-18