plane surface

简明释义

平面

英英释义

例句

1.The artist used a plane surface to display her paintings without any distractions.

艺术家使用了一个平面表面来展示她的画作，没有任何干扰。

2.To create a smooth finish, the carpenter sanded the wood until it had a perfect plane surface.

为了创造一个光滑的表面，木匠将木头打磨到完美的平面表面。

3.The architect designed a building with a plane surface that reflects natural light beautifully.

建筑师设计了一座具有平面表面的建筑，能美丽地反射自然光。

4.When measuring angles, it's important to ensure that the protractor is placed on a plane surface.

在测量角度时，确保量角器放置在平面表面上是很重要的。

5.In physics, a plane surface is often used to simplify calculations in optics.

在物理学中，平面表面常用于简化光学计算。

作文

In the realm of geometry, a plane surface (平面表面) is defined as a flat, two-dimensional surface that extends infinitely in all directions. This concept is fundamental in various fields such as mathematics, physics, and engineering. Understanding a plane surface (平面表面) is crucial for students who are learning about shapes, angles, and the properties of different surfaces. One of the simplest examples of a plane surface (平面表面) is a sheet of paper. When you look at a piece of paper, it appears flat and has no curves or bends; this is what makes it a perfect representation of a plane surface (平面表面). In geometry, we often use diagrams to illustrate concepts involving plane surfaces (平面表面), such as triangles, squares, and circles. Each of these shapes can be drawn on a plane surface (平面表面) and can be analyzed based on their properties, such as area and perimeter.Moreover, the concept of a plane surface (平面表面) is not only limited to theoretical applications. In real-world scenarios, architects and engineers frequently work with plane surfaces (平面表面) when designing buildings and structures. For instance, the floors of a building are typically plane surfaces (平面表面) that provide a stable foundation for furniture and occupants. The walls, too, are often considered plane surfaces (平面表面) that enclose spaces and offer support for roofs.Another important aspect of plane surfaces (平面表面) is their role in physics, particularly in optics. Light behaves differently when it interacts with various surfaces, and understanding how it reflects off a plane surface (平面表面) versus a curved one can lead to significant advancements in technology. For example, mirrors are designed to create reflections off plane surfaces (平面表面), allowing us to see our images clearly.The study of plane surfaces (平面表面) also extends into computer graphics, where artists and designers create 3D models that are ultimately rendered onto plane surfaces (平面表面) for display on screens. This process involves complex calculations to ensure that the visual representation appears realistic, taking into account how light interacts with the plane surfaces (平面表面) of the models being displayed.In conclusion, the concept of a plane surface (平面表面) is an essential component of many disciplines, from mathematics to architecture and physics. Its significance is evident in both theoretical studies and practical applications. By understanding the properties and implications of plane surfaces (平面表面), individuals can better appreciate the world around them and the underlying principles that govern various phenomena. Whether in the classroom, the construction site, or the realm of digital design, the plane surface (平面表面) serves as a foundational element that connects diverse fields of study and practice.

在几何学领域，平面表面被定义为一个平坦的二维表面，它在所有方向上无限延伸。这个概念在数学、物理和工程等多个领域中都是基础的。理解平面表面对学习形状、角度及不同表面特性的学生至关重要。一个简单的平面表面例子是纸张。当你看一张纸时，它看起来很平坦，没有曲线或弯曲；这就是它成为平面表面完美代表的原因。在几何学中，我们常用图示来说明涉及平面表面的概念，例如三角形、正方形和圆形。这些形状都可以在平面表面上绘制，并根据其属性（如面积和周长）进行分析。此外，平面表面的概念不仅限于理论应用。在现实场景中，建筑师和工程师在设计建筑和结构时经常与平面表面打交道。例如，建筑物的楼层通常是平面表面，为家具和居住者提供稳定的基础。墙壁也常被视为平面表面，它们围合空间并为屋顶提供支撑。平面表面的另一个重要方面是它们在物理学中的作用，特别是在光学中。光在与不同表面相互作用时表现出不同的行为，理解光如何在平面表面与曲面之间反射，可以推动技术的重大进步。例如，镜子设计用于在平面表面上产生反射，使我们能够清晰地看到自己的影像。平面表面的研究还扩展到计算机图形学，艺术家和设计师创建3D模型，这些模型最终在平面表面上呈现，以便在屏幕上显示。这个过程涉及复杂的计算，以确保视觉表现看起来真实，考虑到光如何与所显示模型的平面表面相互作用。总之，平面表面的概念是许多学科的重要组成部分，从数学到建筑和物理。它的重要性在理论研究和实际应用中都显而易见。通过理解平面表面的属性和含义，个人可以更好地欣赏周围的世界及支配各种现象的基本原理。无论是在课堂上、建筑工地，还是数字设计领域，平面表面作为一个基础元素，将不同的研究和实践领域联系在一起。