Convex cover – formation of the name of the domed surface and a new wayof designing the surface

A. Baidabekov, E. Kemelbekova, B. Yermekbayev
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Abstract

In the article we examined the origin of the name of the dome and its connection with the sunny surface of a yurt. The new design of the dome surface is also shown. In this study, using a graphical model of the biquadrate transformation, each point of the transformed line, i.e. n of the prototype, is transformed into points forming a cross-section of the dome surface, while the transformed line gives a cross-section of the surface of the Sun. Then we rotate this section of the found dome surface relative to the vertical section Oх2and get the desired dome surface. When designing a removable dome surface, the format and dimensions of the section are set in accordance with the preliminary requirements. Thus, the biquadrate transformation method that we propose when designing a section of a domed surface, that is, a project of a domed curved surface, is practical and simple for designers. The proposed method in its simplicity is designed to solve various similar curved surfaces and engineering problems.
凸盖的形成是圆顶曲面的名称和一种新的曲面设计方法
在文章中,我们研究了圆顶的名字的起源,以及它与蒙古包的阳光表面的联系。文中还介绍了圆顶表面的新设计。在本研究中,采用双曲面变换的图形模型,将变换后的直线上的每个点,即原型的n点,变换后的直线给出太阳表面的截面。然后我们旋转找到的圆顶表面的这一部分相对于垂直部分Oх2and得到所需的圆顶表面。设计可移动圆顶面时,截面的格式和尺寸按初步要求设定。因此,我们在设计一个圆顶曲面的截面,即一个圆顶曲面的方案时提出的双曲面变换方法,对于设计师来说是实用和简单的。该方法简单,可用于求解各种相似曲面和工程问题。
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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