An Insight on the Geometry of the Golden Ratio

I. Adhikari
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引用次数: 0

Abstract

Mathematics has a strong logical interconnection with structural design and architecture. Ratios are good examples of their interconnectivity. Nature is attractive due to the proper ratios of various components in them and between others. In nature, trees, forests, leaves, flowers, fruits, Himalayas, hills, valleys, springs, rivers, lakes, etc. show a rhythmic balance and seem harmonic and aesthetically pleasing. The golden ratio is considered the most pleasing to human visual sensation not limited only to aesthetic beauty but also found prominently in the natural world and is a fascinating topic. It can be constructed in different ways depending on the geometrical structures preferred. In this paper, our focus is on the geometry of the golden ratio.
黄金比例几何的启示
数学与结构设计和建筑有着紧密的逻辑联系。比例就是它们之间相互联系的很好例子。大自然之所以吸引人,是因为其中的各种成分以及其他成分之间的比例恰当。在大自然中,树木、森林、树叶、花朵、果实、喜马拉雅山、丘陵、山谷、泉水、河流、湖泊等都显示出一种有节奏的平衡,看起来和谐美观。黄金比例被认为是最能愉悦人类视觉感受的比例,它不仅限于美学上的美感,在自然界中也非常突出,是一个引人入胜的话题。黄金比例可以根据不同的几何结构以不同的方式构建。在本文中,我们的重点是黄金比例几何。
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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