axial quadrangle

简明释义

轴向四边形;

英英释义

例句

1.The university's main campus features an axial quadrangle 轴向四边形 that serves as a gathering space for students.

大学的主校园设有一个轴向四边形 axial quadrangle，作为学生聚集的空间。

2.The museum's layout is centered around an axial quadrangle 轴向四边形 that connects various exhibition halls.

博物馆的布局以一个轴向四边形 axial quadrangle 为中心，连接各个展览厅。

3.During the renovation, the team focused on preserving the historical axial quadrangle 轴向四边形 of the estate.

在翻新过程中，团队专注于保护庄园的历史轴向四边形 axial quadrangle。

4.In the garden, the pathways radiate from the central axial quadrangle 轴向四边形, creating a harmonious layout.

在花园中，小径从中央的轴向四边形 axial quadrangle 辐射开来，形成和谐的布局。

5.The architect designed the building around an axial quadrangle 轴向四边形 to enhance natural light.

建筑师围绕一个轴向四边形 axial quadrangle 设计了这座建筑，以增强自然光。

作文

In the field of geometry and architecture, the term axial quadrangle refers to a specific type of geometric configuration that is characterized by its symmetrical properties and alignment along a central axis. The axial quadrangle typically consists of four sides, forming a closed shape, where opposite sides are parallel and equal in length. This concept is not only prevalent in mathematics but also plays a significant role in various architectural designs, especially in creating balanced and harmonious structures.To understand the significance of the axial quadrangle, we can look at its application in historical architecture. Many ancient civilizations, such as the Greeks and Romans, utilized the principles of axial symmetry in their designs. For instance, the Parthenon in Athens exemplifies this idea with its rectangular shape and the alignment of its columns along a central axis. Such designs were not merely aesthetic; they also served practical purposes, providing stability and strength to the structures.Moreover, in modern architecture, the axial quadrangle continues to inspire architects and designers. The use of this geometric form can be seen in various contemporary buildings, where it contributes to the overall visual appeal and functionality. Architects often employ the axial quadrangle in urban planning, creating public spaces that are both inviting and organized. For example, many city squares are designed using this geometric principle, allowing for easy navigation and a sense of order amidst the hustle and bustle of urban life.In addition to architecture, the axial quadrangle finds relevance in art and design. Artists frequently explore geometric shapes and patterns, and the axial quadrangle serves as a foundational element in many compositions. The symmetrical nature of this shape can evoke feelings of balance and harmony, making it a popular choice among artists who wish to convey a sense of tranquility and stability in their work.The importance of understanding the axial quadrangle extends beyond its aesthetic appeal. In mathematics, the study of quadrilaterals, including the axial quadrangle, is essential for grasping more complex concepts in geometry. Students learn about the properties of different quadrilaterals, such as parallelograms and rectangles, which are all related to the axial quadrangle. This foundational knowledge is crucial for advancing to higher levels of mathematics, where these concepts are applied in various fields, including physics and engineering.In conclusion, the axial quadrangle is a versatile and significant geometric figure that permeates various disciplines, from architecture to art and mathematics. Its symmetrical properties and alignment along a central axis make it an essential element in creating balanced and aesthetically pleasing designs. By understanding the axial quadrangle, we not only appreciate its beauty but also recognize its functional importance in our built environment and beyond.

在几何和建筑领域，术语轴向四边形指的是一种特定的几何配置，其特征是对称性和沿中心轴线的排列。轴向四边形通常由四条边组成，形成一个封闭的形状，其中对边平行且长度相等。这个概念不仅在数学中普遍存在，而且在各种建筑设计中也发挥着重要作用，尤其是在创造平衡和谐的结构时。为了理解轴向四边形的重要性，我们可以看看它在历史建筑中的应用。许多古代文明，如希腊人和罗马人，在他们的设计中利用了轴对称的原理。例如，雅典的帕台农神庙就是这种理念的典范，其矩形形状以及柱子沿中央轴线的排列。这样的设计不仅仅是美观；它们还具有实用目的，为结构提供了稳定性和强度。此外，在现代建筑中，轴向四边形继续激励着建筑师和设计师。这种几何形状的使用可以在各种当代建筑中看到，它对整体视觉吸引力和功能性都有贡献。建筑师通常在城市规划中采用轴向四边形，创造出既宜人又有组织的公共空间。例如，许多城市广场的设计都采用了这一几何原则，使得在城市生活的喧嚣中，导航变得简单而有序。除了建筑，轴向四边形在艺术和设计中也具有相关性。艺术家经常探索几何形状和图案，而轴向四边形在许多作品中作为基础元素。这个形状的对称特性能唤起平衡与和谐的感觉，使其成为希望在作品中传达宁静与稳定感的艺术家的热门选择。理解轴向四边形的重要性超出了其美学吸引力。在数学中，四边形的研究，包括轴向四边形，对于掌握更复杂的几何概念至关重要。学生学习不同四边形的属性，如平行四边形和矩形，这些都与轴向四边形有关。这一基础知识对于推进到更高水平的数学学习至关重要，因为这些概念在物理和工程等各个领域中都有应用。总之，轴向四边形是一种多用途且重要的几何图形，渗透到建筑、艺术和数学等多个学科。它的对称特性和沿中央轴线的排列使其成为创造平衡和美观设计的基本元素。通过理解轴向四边形，我们不仅欣赏其美丽，还认识到它在我们建造环境及其他领域中的功能重要性。