boundary angle

简明释义

缘周角钢

英英释义

例句

1.During the construction, we had to measure the boundary angle to ensure proper alignment.

在施工过程中，我们必须测量边界角度以确保正确对齐。

2.The engineer calculated the boundary angle to determine the best drainage system for the area.

工程师计算了边界角度以确定该地区最佳的排水系统。

3.The architect designed the building with a unique boundary angle to maximize natural light.

建筑师设计了这栋建筑，采用了独特的边界角度以最大化自然光。

4.The boundary angle of the plot affects how the house will be positioned on the land.

地块的边界角度会影响房屋在土地上的位置。

5.In landscape design, understanding the boundary angle helps in creating visually appealing layouts.

在景观设计中，理解边界角度有助于创造视觉上吸引人的布局。

作文

In the realm of mathematics and geometry, the concept of angles plays a crucial role in understanding the relationships between different shapes and figures. One particular term that often arises in discussions about angles is the boundary angle. The boundary angle refers to the angle formed at the intersection of two lines or surfaces, particularly at the edges of geometric shapes. This concept is not only fundamental in theoretical mathematics but also has practical applications in various fields such as architecture, engineering, and computer graphics.To illustrate the significance of the boundary angle, let us consider a simple example involving a triangle. In any triangle, the sum of the internal angles always adds up to 180 degrees. However, when we examine the external angles, particularly the boundary angle, we notice that each external angle is supplementary to its corresponding internal angle. This relationship highlights the importance of the boundary angle in understanding the properties of triangles and their geometrical configurations.Furthermore, the boundary angle can also be observed in more complex shapes, such as polygons. When two sides of a polygon meet, they form a boundary angle that contributes to the overall structure of the shape. For instance, in a rectangle, the boundary angle at each corner is a right angle, measuring 90 degrees, which is essential for maintaining the shape's integrity. Understanding these angles allows architects and designers to create stable and aesthetically pleasing structures.In engineering, the application of the boundary angle extends to the design of various components and systems. For example, in the construction of bridges, the angles formed by the beams and supports must be carefully calculated to ensure stability and strength. Any miscalculation in the boundary angle could lead to structural failures, making it imperative for engineers to have a thorough understanding of these angles.Moreover, in computer graphics, the boundary angle plays a vital role in rendering 3D models. When creating virtual environments, artists must consider the boundary angle between surfaces to achieve realistic lighting and shading effects. This attention to detail enhances the visual quality of digital images and animations, demonstrating the broad applicability of the concept.In conclusion, the boundary angle is a fundamental concept in geometry that transcends theoretical mathematics and finds relevance in various practical fields. Whether in architecture, engineering, or computer graphics, understanding and mastering the boundary angle is essential for creating functional and aesthetically pleasing designs. As we continue to explore the complexities of angles and their relationships, the boundary angle remains a cornerstone of geometric understanding, shaping our approach to both theoretical and applied mathematics.

在数学和几何的领域中，角的概念在理解不同形状和图形之间的关系中起着至关重要的作用。一个在讨论角时经常出现的术语是边界角。边界角是指在两条线或表面相交时形成的角，特别是在几何形状的边缘处。这个概念不仅在理论数学中是基础的，而且在建筑、工程和计算机图形等多个领域也有实际应用。为了说明边界角的重要性，让我们考虑一个简单的三角形示例。在任何三角形中，内部角的总和始终加起来为180度。然而，当我们检查外部角，特别是边界角时，我们注意到每个外部角都与其对应的内部角互补。这种关系突显了边界角在理解三角形及其几何配置属性中的重要性。此外，边界角也可以在更复杂的形状中观察到，例如多边形。当多边形的两条边相遇时，它们形成了一个边界角，这对形状的整体结构起着重要作用。例如，在矩形中，每个角落的边界角都是直角，测量为90度，这对于保持形状的完整性至关重要。理解这些角使建筑师和设计师能够创建稳定且美观的结构。在工程中，边界角的应用扩展到各种组件和系统的设计中。例如，在桥梁建造中，梁和支撑之间形成的角度必须仔细计算，以确保稳定性和强度。任何对边界角的误计算都可能导致结构失效，因此工程师必须深入理解这些角。此外，在计算机图形学中，边界角在渲染3D模型中发挥着重要作用。在创建虚拟环境时，艺术家必须考虑表面之间的边界角，以实现逼真的光照和阴影效果。这种对细节的关注提升了数字图像和动画的视觉质量，展示了这一概念的广泛适用性。总之，边界角是几何中的一个基本概念，它超越了理论数学，并在多个实际领域中找到了相关性。无论是在建筑、工程还是计算机图形中，理解和掌握边界角对于创建功能性和美观的设计至关重要。随着我们继续探索角的复杂性及其关系，边界角仍然是几何理解的基石，塑造了我们对理论和应用数学的看法。