Abstract

This article presents the problem of developing an algorithm for automated reading of a drawing of an object, consisting of three types with the necessary cuts. According to the drawing, a partition of the object into nonderivative figures should be obtained and boolean operations should be identified, with the help of which the final composite figure will be constructed from non-derivative figures. Thus, in the process of solving this problem, a socalled binary tree of the modeled composite figure will be generated. Moreover, it is necessary to take into account the multiplicativity of the solution to this problem and the possibility of choosing optimal solutions. This paper poses a specific problem, in which non-derivative figures can be got using four formbuilding operations available in the arsenal of tools for getting three-dimensional elements in the Compass 3D geometric modeling system, namely, such operations as "extrusion", "rotation", "along the trajectory" and "cross-sections".

Highlights

  • A three-dimensional geometric model can consist of a number of geometric primitives that are interconnected in a certain way

  • A partition of the object into non-derivative figures should be obtained and boolean operations (BO) should be identified, with the help of which the final composite figure will be constructed from non-derivative figures

  • The problem of reading a drawing in its general formulation refers to informal problems, according to the classification of V.S

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Summary

Problem statement and choice of solution method

A three-dimensional geometric model can consist of a number of geometric primitives that are interconnected in a certain way. One should note that when setting such a problem, it is necessary to take into account the method of getting non-derivative figures. It can be either a pre-formed bank of objects (geometric primitives) available in some geometric modeling system, or a set of operations for the formation of such primitives. This paper poses a specific problem, in which non-derivative figures can be got using four form-building operations (FO) available in the arsenal of tools for getting three-dimensional elements in the Compass 3D geometric modeling system, namely, such operations as "extrusion", "rotation", "along the trajectory" and "cross-sections" [2]. Application of Heuristic Modeling in the Development of an Algorithm for Generating 3

Conducted heuristic experiment
Conclusion
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