1 -2024 (21)

DOI: https://doi.org/10.37129/2313-7509.2024.21.72-76

 

COUPLED GEAR ENGAGEMENTS MODELING IN ARMAMENTS AND MILITARY EQUIPMENT

 

L. Bykova

https://orcid.org/0000-0001-7360-0240

Odesa Military Academy

 

Abstract

In connection with the rapid development of complex structures in military equipment and weapons, as well as devices with complex interaction of their parts, methods of designing parts in military equipment and weapons are widely used. Modeling allows you to get the desired model at the product design stage and determine the appearance of the conjugate kinematic surfaces of the structure and the nature of their movement. In modern systems of military equipment and weapons, for a technical solution when designing the shapes of the surfaces of jointly functioning elements, it is necessary to determine the parameters of their mutual overlap to achieve the desired result. For this purpose, the theory of mutually enveloping conjugate surfaces is widely used.

This transformation consists in deviating all points of the surface from its original shape or in the direction of removal from the second conjugate surface, or in the direction of approaching it, that is, the transformation consists in the corresponding curvature of the surface. This study was developed taking into account the contact line, which allows the formation of conjugate curvilinear surfaces in weapons and military equipment, the modernization of existing ones, as well as the study of dynamic parameters of information and control systems, using the modeling of conjugate surfaces of kinematic pairs, in which kinematics and dynamics are taken into account.

Keywords: technical solutions, modeling, conjugated surfaces, contact line, parameterization, development process, coupling gears, technological process, information and control sestem.

 

FULL TEXT (in Ukrainian)

 

References

1. Nikolaev, A. F. (1950). Screw diagram and its application to the definition of conjugate ruled surfaces with linear tangency. Proceedings of the TMM Seminar, Issue III, ed. ANSSSR. 1950. [in Russian].

2. Novikov, M. M. (1965). Basic questions of the geometric theory of point meshing intended for high-power gears. Author’s abstract. dis. for the job application academic degree doc. technical Sci. [in Russian].

3. Podkoritov, A. M., & Ismailova, N. P. (2015). Geometric modeling of quasi-helical surfaces of curved transformations. Applied geometry and engineering graphics: interim. science and technology zb., 93, 58–61. [in Ukrainian].

4. Ismailova, N. P., & Eliseev, I. M. (2020). Modeling the involute of a dental instrument. International scientific and practical conference “Graphic technologies for modeling objects, processes and objects” (23-24 April 2020). Odessa, 47–48. [in Ukrainian].

Стаття надійшла до редакції 18.03.2024.

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