Unified reference system for geometric characteristics dimensional elements of details. Part I. The theory of two dimensions maximum and minimum

Authors

DOI:

https://doi.org/10.25206/1813-8225-2023-187-116-124

Keywords:

workpiece coordinate systems, design bases, actuating elements, informativeness of elements, linear and angular coordinates, dimensions of material maximum and minimum

Abstract

A unified reference system for geometric characteristics is based on the classification of joints of applied mechanics, in which the class number is determined by the number of degrees of freedom limited by mating elements of parts and has received the short term «informativeness». Different information content of the bases of elements that materialize coordinate systems determines different information content of the coordinate axes – four, two, zero and different information content of design planes – three, two, one. The paper shows that the information content of elements in the functions of auxiliary bases and executive elements determines the number and type of coordinates (linear and angular), with the help of which it is necessary to set their position in the generalized coordinate system of the part. It is shown that the accuracy of coordinating dimensions should be specified by symmetrical tolerances for linear and angular dimensions.

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Author Biographies

Glukhov Vladimir Ivanovich, Omsk State Technical University, Omsk, Russia

Doctor of Technical Sciences, Associate Professor, Professor of Oil and Gas Engineering, Standardization and Metrology Department, Omsk State Technical University (OmSTU), Omsk.

Varepo Larisa Grigorievna, Omsk State Technical University, Omsk, Russia

Doctor of Technical Sciences, Associate Professor, Professor of Oil and Gas Engineering, Standardization and Metrology Department, OmSTU, Omsk.

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Abstract views: 49

Published

2023-09-29

How to Cite

[1]
Glukhov В.И. and Varepo Л.Г. 2023. Unified reference system for geometric characteristics dimensional elements of details. Part I. The theory of two dimensions maximum and minimum. Omsk Scientific Bulletin. 3(187) (Sep. 2023), 116–124. DOI:https://doi.org/10.25206/1813-8225-2023-187-116-124.

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Section

Electronics, Photonics, Instrument Engineering and Connection

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