bisymmetry

简明释义

英[baɪˈsɪmɪtri]美[baɪˈsiːmɪtri]

两边对称

英英释义

单词用法

同义词

反义词

例句

1.The joint end of the temperature sensor is the end head or middle end of two bisymmetry and parallel temperature sensors.

所述温度传感器连接端是两对称且平行的 温度传感器的端头或中端。

2.The joint end of the temperature sensor is the end head or middle end of two bisymmetry and parallel temperature sensors.

所述温度传感器连接端是两对称且平行的 温度传感器的端头或中端。

3.In mathematics, bisymmetry can be observed in certain geometric shapes that are symmetrical about two axes.

在数学中，某些几何形状的双对称可以在两个轴上观察到。

4.The design of the new bridge incorporates elements of bisymmetry to enhance its aesthetic appeal.

新桥的设计融入了双对称元素，以增强其美观性。

5.The architecture of the cathedral showcases bisymmetry in its façade and interior layout.

大教堂的建筑在其外立面和内部布局中展示了双对称。

6.Artists often use bisymmetry in their paintings to create a sense of balance and harmony.

艺术家们常常在他们的画作中使用双对称来创造一种平衡与和谐的感觉。

7.In biology, many organisms exhibit bisymmetry in their physical structures, such as the human body.

在生物学中，许多生物在其物理结构中表现出双对称，例如人类身体。

作文

In the world of mathematics and art, the concept of bisymmetry (双对称) plays a crucial role in understanding patterns and structures. Bisymmetry refers to a form of symmetry that involves two axes of symmetry, meaning that an object or design can be divided into two identical halves along two different lines. This fascinating property can be observed in various natural and man-made forms, from the intricate designs of snowflakes to the architectural elegance of certain buildings. Understanding bisymmetry is essential for artists and mathematicians alike. For artists, it provides a framework for creating visually appealing compositions. The balance achieved through bisymmetry allows the viewer's eye to move seamlessly across the artwork, creating a sense of harmony and order. For instance, consider a butterfly's wings; they exhibit bisymmetry as each wing mirrors the other not only along one axis but also in relation to the overall shape of the butterfly. This dual symmetry contributes to the beauty and complexity of the creature, making it a perfect example of nature's artistry.In mathematics, bisymmetry extends beyond aesthetics; it has practical applications in various fields such as physics, engineering, and computer science. In physics, understanding the bisymmetry of certain systems can lead to insights about their behavior and properties. For example, in particle physics, certain particles exhibit bisymmetry in their interactions, which can help scientists predict outcomes in experiments. Similarly, in engineering, designing structures with bisymmetry can enhance stability and strength, as symmetrical designs often distribute weight and stress more evenly.Moreover, the concept of bisymmetry can be found in everyday life. Consider the design of a car; many vehicles are designed with bisymmetry to ensure that they are not only aesthetically pleasing but also aerodynamically efficient. The symmetrical shape helps reduce drag and improve fuel efficiency, demonstrating how bisymmetry can have functional benefits in addition to visual appeal.In conclusion, bisymmetry (双对称) is a multifaceted concept that bridges the gap between art and science. Its presence in nature, architecture, and everyday objects highlights its importance in our understanding of the world. Whether one is creating a piece of art or designing a new technology, acknowledging the principles of bisymmetry can lead to more harmonious and effective outcomes. As we continue to explore the complexities of symmetry in various disciplines, we gain deeper insights into the beauty and functionality that bisymmetry brings to our lives.

在数学和艺术的世界中，bisymmetry（双对称）这一概念在理解图案和结构方面起着至关重要的作用。Bisymmetry 指的是一种涉及两个对称轴的对称形式，这意味着一个物体或设计可以沿着两条不同的线被划分为两个相同的部分。这一迷人的特性可以在各种自然和人造形式中观察到，从雪花的复杂设计到某些建筑的优雅结构。理解bisymmetry对于艺术家和数学家来说都是必不可少的。对于艺术家来说，它提供了一个创建视觉上吸引人的构图的框架。通过bisymmetry实现的平衡使观众的眼睛能够无缝地移动 across艺术作品，创造出一种和谐与秩序的感觉。例如，考虑一下蝴蝶的翅膀；它们展示了bisymmetry，因为每个翅膀不仅沿着一条轴线镜像另一个翅膀，而且还与蝴蝶的整体形状相关联。这种双重对称性增强了生物的美丽和复杂性，使其成为自然艺术的完美例子。在数学中，bisymmetry超越了美学，它在物理学、工程学和计算机科学等多个领域具有实际应用。在物理学中，理解某些系统的bisymmetry可以为其行为和属性提供见解。例如，在粒子物理学中，某些粒子在其相互作用中表现出bisymmetry，这可以帮助科学家预测实验中的结果。同样，在工程学中，设计具有bisymmetry的结构可以增强稳定性和强度，因为对称设计通常能更均匀地分配重量和压力。此外，bisymmetry的概念可以在日常生活中找到。考虑一下汽车的设计；许多车辆的设计都采用了bisymmetry，以确保它们不仅在美学上令人愉悦，而且在空气动力学上高效。对称的形状有助于减少阻力和提高燃油效率，展示了bisymmetry在视觉吸引力之外的功能性好处。总之，bisymmetry（双对称）是一个多面的概念，架起了艺术与科学之间的桥梁。它在自然、建筑和日常物品中的存在突显了它在我们理解世界中的重要性。无论一个人是在创作艺术作品还是设计新技术，承认bisymmetry的原则都可以带来更和谐和有效的结果。随着我们继续探索各个学科中对称性的复杂性，我们对bisymmetry为我们的生活带来的美丽和功能性的深入了解将不断加深。