1 - 2024 (21)

DOI: https://doi.org/10.37129/2313-7509.2024.21.97-101

INTERFERENCE DETECTION PROCESS IN KINEMATIC PAIRS

Abstract

Technological processes of modeling engagements in kinematic pairs and its geometric interpretation, which excludes interference, for the creation of accurate, high-intensity production of military equipment and weapons, is one of the most important problems associated with the acceleration of scientific and technical progress. Introduction into the technological processes of design, creation of prospective and improvement of existing samples (complexes, systems) of weapons and military equipment, processing of their products on flexible automated production, processing modules, and machines with numerical program control, in turn, require the theory of engagement in kinematic pairs of analysis of coupling quality indicators, development of effective theoretical modeling methods that exclude interference. The specified theoretical methods not only shorten the design time, provide the necessary calculation and graphic accuracy, but also allow forming the technological process of developing research objects of weapons and military equipment, modernization of existing ones, as well as research of dynamic parameters of information and control systems with the use of computer technologies and special devices with software control. The detection of interference is reduced to finding the limit points of the contour of the surface, which this surface is limited by when constructing its conjugate surface.

Keywords: technical solutions, modeling, conjugate kinematic surfaces, interference, contact line, parameters, development process. 

FULL TEXT (in Ukrainian)

References

1. Podkorytov, A. (2002). Theoretical bases of conjugate quazihelical surfaces, excluding interference. In 10th Intern. Conf. on Engineering Design Graphios and Descriptive Geometry, 1, 43–47.

2. Podkoritov, A. M., & Ismailova, N. P. (2016). General iterative method for eliminating interference of conjugate quasi-helical surfaces. Modern modeling problems, 5, 98–103. [in Ukrainian].

3. Havrylenko, Y., Kholodniak, Y., Vershkov, O., & Naidysh, A. (2018). Development of the method for the formation of one-dimensional contours by the assigned interpolation accuracy. Eastern-European Journal of Enterprise Technologies, 1, 4(91), 76–82. URL: http://eprints.mdpu.org.ua/id/eprint/5375.

4. Ismailova, N., Mohylyanetsʹ, Т., & Oliynyk, N. (2023). Graphoanalytical profiling of conjugate curvilinear surfaces of a cutting tool. Collection of scientific works of Odesa Military Academy, 1 (19), 23–28. https://doi.org/10.37129/2313-7509.2023.19.23-28. [in Ukrainian].

Стаття надійшла до редакції 18.03.2024.