corner cube

简明释义

角形反射器

英英释义

例句

1.In the office, we placed a corner cube for informal meetings and brainstorming sessions.

在办公室里，我们放置了一个角锥体用于非正式会议和头脑风暴。

2.During the science fair, students created a model of a corner cube demonstrating light reflection.

在科学博览会上，学生们制作了一个展示光反射的角锥体模型。

3.The architect designed a unique building featuring a large corner cube to maximize natural light.

建筑师设计了一座独特的建筑，采用了一个大型角锥体以最大化自然光。

4.The corner cube in the living room serves as a stylish decoration and additional storage space.

客厅里的角锥体既是时尚的装饰，也是额外的储物空间。

5.The corner cube design allows for better visibility in the retail store.

这种角锥体设计提高了零售店内的可见性。

作文

The concept of a corner cube is fascinating and plays a significant role in various fields, including optics, architecture, and design. A corner cube, also known as a corner-cube retroreflector, is a three-dimensional geometric shape that reflects light back to its source regardless of the angle at which the light hits it. This property makes it incredibly useful in applications ranging from surveying to safety devices. In the realm of optics, the corner cube serves as an essential tool for precise measurements. For instance, in laser ranging systems, a corner cube can be used to measure distances accurately by reflecting a laser beam back to its origin. This is particularly valuable in geodesy, where accurate distance measurements are crucial for mapping and land surveying. The ability of the corner cube to return light to its source ensures that measurements remain consistent and reliable, which is vital for scientific research and engineering projects.Furthermore, the design of a corner cube is simple yet effective. It consists of three mutually perpendicular flat surfaces that intersect at a single point. When light enters the corner cube, it is reflected off each of the three surfaces in such a way that it ultimately exits in the same direction from which it came. This unique characteristic is what distinguishes the corner cube from other reflective surfaces, making it an indispensable component in various technological advancements.In architecture, the principles of the corner cube can be observed in the design of buildings and structures that require efficient light management. Architects often utilize materials that mimic the reflective properties of a corner cube to enhance natural lighting within spaces. By strategically placing windows or reflective surfaces, they can create environments that maximize daylight while minimizing glare. This not only improves the aesthetic appeal of a building but also contributes to energy efficiency, as less artificial lighting is needed during the day.Moreover, the corner cube finds its place in safety and navigation systems. For example, road signs equipped with retroreflective materials often incorporate the principles of the corner cube. These signs are designed to reflect headlights from vehicles back towards the drivers, enhancing visibility during nighttime driving conditions. The effectiveness of these signs can significantly reduce accidents, making roads safer for everyone.In conclusion, the corner cube is more than just a geometric shape; it is a vital element in numerous applications that enhance our daily lives. From improving measurement accuracy in scientific research to enhancing architectural designs and ensuring safety on the roads, the corner cube demonstrates the intersection of geometry and practical application. Understanding the properties and uses of the corner cube not only broadens our knowledge of geometry but also illustrates the importance of innovative design in solving real-world problems. As we continue to explore new technologies and methods of construction, the principles behind the corner cube will undoubtedly remain relevant and influential.

“角落立方体”的概念令人着迷，并在光学、建筑和设计等多个领域发挥着重要作用。角落立方体，也称为角落立方体反射器，是一种三维几何形状，无论光线以何种角度照射，它都能将光线反射回其源头。这一特性使其在从测量到安全设备的应用中极为有用。在光学领域，角落立方体是精确测量的重要工具。例如，在激光测距系统中，可以使用角落立方体通过将激光束反射回原点来准确测量距离。这在大地测量学中尤为重要，因为准确的距离测量对地图绘制和土地勘测至关重要。角落立方体能够将光线返回其源头，确保测量保持一致和可靠，这对科学研究和工程项目至关重要。此外，角落立方体的设计简单而有效。它由三个相互垂直的平面组成，这些平面在一个点相交。当光线进入角落立方体时，它会依次反射到三个表面，从而以与入射方向相同的方向退出。这一独特特性使得角落立方体与其他反射表面区分开来，使其成为各种技术进步中不可或缺的组成部分。在建筑学中，角落立方体的原理可以在需要高效光管理的建筑和结构设计中观察到。建筑师常常利用模拟角落立方体反射特性的材料来增强空间内的自然采光。通过战略性地放置窗户或反射表面，他们可以创造最大化日光而最小化眩光的环境。这不仅提高了建筑的美学吸引力，还促进了能源效率，因为在白天需要更少的人造照明。此外，角落立方体还在安全和导航系统中发挥着作用。例如，配备有反射材料的道路标志通常采用角落立方体的原理。这些标志旨在将车辆的车灯反射回驾驶员，提高夜间驾驶条件下的可见性。这些标志的有效性可以显著减少事故，使道路对每个人都更安全。总之，角落立方体不仅仅是一个几何形状；它是众多应用中的一个重要元素，提升了我们的日常生活。从提高科学研究中的测量准确性，到改善建筑设计，再到确保道路安全，角落立方体展示了几何与实际应用的交集。理解角落立方体的属性和用途不仅拓宽了我们对几何的认识，还说明了创新设计在解决现实问题中的重要性。随着我们继续探索新技术和建筑方法，角落立方体背后的原理无疑将继续保持相关性和影响力。