The Theoretical Foundations for Solving Typical Geometrical Problems in Engineering

Aleksandr Yurievich Brailov
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Abstract

In the present work the analysis of the basic methods for solving typical geometrical engineering problems is made. The basic problem is revealed and the first-level tasks of its solution are defined. A general algorithm for solving typical geometrical problems in the form of standardized logical blocks is offered. The general algorithm for the solution of typical geometrical problems is discussed, taking into account the iterative nature of the proposed methods. The introduced formal general algorithm allows students to master their skills of independent work. Practical engineers can use the developed general approach for solving new difficult real-world problems. Synthesized general algorithm, as the main contribution to geometry, allows, on deductive basis—“from the general to quotient”, to teach and study engineering geometry.
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解决工程中典型几何问题的理论基础
本文分析了解决典型几何工程问题的基本方法。揭示了基本问题,并定义了解决问题的一级任务。提出了一种以标准化逻辑块形式求解典型几何问题的通用算法。考虑到所提出方法的迭代性质,讨论了求解典型几何问题的通用算法。引入的形式通用算法使学生能够掌握独立工作的技能。实用工程师可以使用开发的通用方法来解决现实世界中新的难题。综合通用算法是对几何的主要贡献,它允许在演绎的基础上——“从一般到商”——教授和研究工程几何。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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