ANALYSIS OF THE STABLE MOVEMENT OF A GEAR SOFTENER IN TERMS OF WORKING DEPTH

Authors

  • Isakov Zafarjon Shuxrat ugli Assistant at the Department of Agricultural and Water Management Machinery and Technologies, Bukhara State Technical University. Author

Keywords:

Gear softener, tillage depth, stability, angular oscillations, differential equation, physical and mechanical properties of soil, reaction forces, spring stiffness, forced vibrations, agrotechnical requirements.

Abstract

This article provides a theoretical and practical analysis of the stable motion of a toothed рыхлитель (soil loosener) with respect to tillage depth. The influence of variable physical–mechanical properties of soil, surface irregularities, and angular oscillations caused by external forces on the tillage depth is examined. To ensure stable operation of the toothed loosener, differential equations of its angular oscillations are formulated, and based on their solutions, the maximum deviations are determined. According to the research results, it is substantiated that ensuring the stability of tillage depth largely depends on the optimal selection of structural parameters, in particular, the stiffness of pressure springs.

References

1. Decree of the President of the Republic of Uzbekistan No. PF-5853 dated October 23, 2019, “On Approval of the Strategy for the Development of Agriculture of the Republic of Uzbekistan for 2020–2030.”

2. Decree of the President of the Republic of Uzbekistan No. PF-60 dated January 28, 2022, “On the Development Strategy of the New Uzbekistan for 2022–2026.”

3. To‘xtaqo‘ziyev, A., Mansurov, M., Rasuljonov, A., & Karimova, D. (2020). Scientific Foundations for Ensuring the Stability of the Working Depth of Soil Tillage Machines. Tashkent: TURON-IQBOL. 168 p. (pp. 107–114).

4. Raxmatov, O. O. (2023). Development of a Device for Forming a Fine Surface Layer in the Field Using a Wide-Coverage Leveler and Justification of Its Parameters. PhD Dissertation. Gulbahor. 57 p.

5. Klenin, N. I., & Sakun, V. A. (2005). Agricultural and Land Reclamation Machines. Moscow: Kolos. 671 p. (pp. 78–79).

6. Butenin, N. V., Lunts, Ya. L., & Merkin, D. R. (1985). Course of Theoretical Mechanics. Vol. II: Dynamics (3rd revised edition). Moscow: Nauka. 496 p. (pp. 180–184).

Published

2026-05-05