center of symmetry
简明释义
对称中心
英英释义
The point in a geometric figure at which the figure can be rotated about and remain unchanged in appearance, indicating that the figure is symmetrical. | 一个几何图形中可以围绕其旋转而外观保持不变的点,表明该图形是对称的。 |
例句
1.In geometry, the point where an object can be rotated and still look the same is called the center of symmetry 对称中心.
在几何学中,一个物体可以旋转并且仍然看起来相同的点被称为center of symmetry 对称中心.
2.When analyzing the center of symmetry 对称中心 of a molecule, chemists can predict its reactivity.
当分析一个分子的center of symmetry 对称中心时,化学家可以预测其反应性。
3.The center of symmetry 对称中心 in this design creates harmony and balance in the artwork.
这个设计中的center of symmetry 对称中心为艺术作品创造了和谐与平衡。
4.In physics, understanding the center of symmetry 对称中心 helps explain the conservation laws.
在物理学中,理解center of symmetry 对称中心有助于解释守恒定律。
5.The center of symmetry 对称中心 in this sculpture is located at its midpoint, allowing for balanced aesthetics.
这座雕塑的center of symmetry 对称中心位于其中点,使得美学达到平衡。
作文
In the study of geometry and art, the concept of the center of symmetry plays a crucial role in understanding balance and proportion. The center of symmetry refers to a point in a shape or object where the arrangement of parts is such that if you were to draw a line through this point, the two halves would be mirror images of each other. This idea is not only fundamental in mathematics but also in various fields such as architecture, design, and nature. To illustrate this concept, consider a simple geometric figure, like a circle. The center of symmetry for a circle is its center point. If you divide the circle into two halves through this center, each half will be identical in shape and size. This property of symmetry is what makes circles so aesthetically pleasing and is often utilized in design elements, from logos to buildings. In art, the center of symmetry can create a focal point that draws the viewer's eye. Artists often use symmetry to convey harmony and stability within their work. For instance, in classical architecture, many structures are designed around a central axis, ensuring that both sides of the building are symmetrical. This not only enhances the visual appeal but also creates a sense of order and balance, which is pleasing to the observer. Nature also exhibits the center of symmetry in various forms. Many flowers, for example, have a radial symmetry where the petals are arranged around a central point. This natural symmetry is not just beautiful; it serves practical purposes as well, such as attracting pollinators who are drawn to symmetrical patterns. Moreover, in the realm of physics, the center of symmetry is essential in understanding forces and movements. When analyzing the motion of objects, physicists often look for points of symmetry to simplify calculations and predict behavior. For instance, when studying the motion of a pendulum, the center of symmetry helps determine the equilibrium position and the oscillation pattern. In conclusion, the center of symmetry is a multifaceted concept that transcends disciplines. Whether in geometry, art, nature, or physics, recognizing and applying the principles of symmetry can lead to a deeper understanding of the world around us. The beauty and functionality of symmetry remind us of the interconnectedness of various fields of study and the importance of balance in design and nature. As we continue to explore these relationships, the center of symmetry will remain a vital aspect of our understanding of aesthetics, structure, and harmony in all its forms.
在几何和艺术的研究中,对称中心的概念在理解平衡和比例方面发挥着至关重要的作用。对称中心是指一个形状或物体中的一个点,在这个点上,各部分的排列使得如果你通过这个点画一条线,两侧将是镜像的。这一思想不仅在数学中是基础的,而且在建筑、设计和自然等多个领域中也很重要。为了说明这个概念,可以考虑一个简单的几何图形,比如圆。圆的对称中心是它的中心点。如果你通过这个中心把圆分成两半,每一半在形状和大小上都是相同的。这种对称性正是使圆形如此美观的原因,常常被应用于从标志到建筑等设计元素中。在艺术中,对称中心可以创造出一个吸引观众眼球的焦点。艺术家们经常利用对称性在他们的作品中传达和谐与稳定。例如,在古典建筑中,许多结构都是围绕一个中央轴设计的,确保建筑的两侧是对称的。这不仅增强了视觉吸引力,还创造了一种秩序和平衡感,使观察者感到愉悦。自然界中也表现出对称中心的各种形式。例如,许多花朵具有放射对称性,花瓣围绕一个中心点排列。这种自然对称性不仅美丽,它还有实际的目的,比如吸引被对称图案吸引的授粉者。此外,在物理学领域,对称中心在理解力和运动时也是必不可少的。当分析物体的运动时,物理学家通常寻找对称点以简化计算和预测行为。例如,在研究摆的运动时,对称中心有助于确定平衡位置和振荡模式。总之,对称中心是一个跨越多个学科的多面概念。无论是在几何、艺术、自然还是物理中,认识和应用对称原则都可以深入理解我们周围的世界。对称的美和功能性提醒我们各种研究领域之间的相互联系,以及设计和自然中平衡的重要性。当我们继续探索这些关系时,对称中心将始终是我们理解美学、结构和和谐的一个重要方面。
相关单词