angular section
简明释义
斜剖面
英英释义
A geometric or mathematical term referring to a portion of a shape defined by angles, often used in the context of geometry or engineering. | 一个几何或数学术语,指由角度定义的形状的一部分,通常用于几何或工程的上下文中。 |
例句
1.The architect designed the building with an angular section to maximize natural light.
建筑师设计了一个带有角形部分的建筑,以最大化自然光。
2.The artist used an angular section in her sculpture to create a dynamic visual effect.
这位艺术家在她的雕塑中使用了角形部分来创造动态视觉效果。
3.In our engineering class, we learned how to calculate the area of an angular section in a complex shape.
在我们的工程课上,我们学习了如何计算复杂形状中角形部分的面积。
4.During the presentation, he highlighted the importance of the angular section in structural integrity.
在演示中,他强调了角形部分在结构完整性中的重要性。
5.The angular section of the road was difficult to navigate for inexperienced drivers.
这段道路的角形部分对经验不足的司机来说很难驾驶。
作文
In the field of geometry and engineering, the term angular section refers to a specific part of a shape or structure that has defined angles. Understanding the concept of angular section is crucial for various applications, such as architectural design, mechanical engineering, and even in fields like computer graphics. An angular section can be visualized as a slice of a three-dimensional object that reveals its internal structure through defined angles. This concept is not just limited to theoretical studies but is also widely applied in practical scenarios.For instance, when designing a bridge, engineers must consider the angular section of different components to ensure stability and strength. The angles formed by the beams and supports play a significant role in distributing weight and resisting forces. By analyzing the angular section of these components, engineers can optimize their designs to enhance safety and performance.Moreover, in architecture, the angular section is essential when creating aesthetically pleasing and functional spaces. Architects often use angular sections to determine how light enters a building and how spaces flow into one another. For example, a room with slanted ceilings may have a unique angular section that impacts both the acoustics and the overall ambiance of the space. By carefully considering these angles, architects can create environments that are not only beautiful but also practical.In addition, the study of angular section extends into the realm of computer graphics. In this field, understanding how to manipulate angular sections allows designers to create realistic models and animations. For instance, when rendering a character in a video game, the angular section of the character's limbs must be accurately represented to ensure natural movement. This involves complex calculations and an understanding of how angles affect perception in a three-dimensional space.Furthermore, the significance of angular section can also be seen in the world of physics. When analyzing forces acting on an object, the angles involved can drastically change the outcome of the analysis. A thorough understanding of angular section allows physicists to predict how objects will behave under various conditions, which is vital in fields such as aerospace engineering and materials science.In conclusion, the concept of angular section is a fundamental aspect of multiple disciplines, including engineering, architecture, computer graphics, and physics. Its importance cannot be overstated, as it influences design, functionality, and aesthetics across various applications. As we continue to explore and innovate in these fields, a deep understanding of angular section will remain essential for creating effective and efficient solutions. Whether you are an engineer, architect, or designer, mastering the principles of angular section will undoubtedly enhance your work and contribute to your success in your respective field.
在几何和工程领域,术语角度截面指的是具有定义角度的形状或结构的特定部分。理解角度截面的概念对于建筑设计、机械工程以及计算机图形学等多个应用至关重要。角度截面可以被视为三维物体的一部分切片,通过定义的角度揭示其内部结构。这个概念不仅限于理论研究,还广泛应用于实际场景。例如,在设计桥梁时,工程师必须考虑不同组件的角度截面以确保稳定性和强度。梁和支撑之间形成的角度在分配重量和抵抗力量方面起着重要作用。通过分析这些组件的角度截面,工程师可以优化他们的设计,以提高安全性和性能。此外,在建筑中,角度截面在创造美观且功能性的空间时至关重要。建筑师通常使用角度截面来确定光线如何进入建筑,以及空间如何相互流动。例如,一个有倾斜天花板的房间可能具有独特的角度截面,影响空间的声学效果和整体氛围。通过仔细考虑这些角度,建筑师可以创造出既美丽又实用的环境。此外,角度截面的研究还扩展到计算机图形学领域。在这个领域,理解如何操纵角度截面使设计师能够创建逼真的模型和动画。例如,在渲染视频游戏中的角色时,角色四肢的角度截面必须准确表示,以确保自然的运动。这涉及复杂的计算和对角度如何影响三维空间感知的理解。此外,角度截面的重要性也可以在物理学的世界中看到。在分析作用于物体的力时,涉及的角度会极大地改变分析结果。对角度截面的透彻理解使物理学家能够预测物体在各种条件下的行为,这在航空航天工程和材料科学等领域至关重要。总之,角度截面的概念是多个学科的基本方面,包括工程、建筑、计算机图形学和物理学。其重要性不容小觑,因为它影响着各个应用中的设计、功能和美学。随着我们继续在这些领域探索和创新,对角度截面的深刻理解将始终是创造有效和高效解决方案的关键。无论你是工程师、建筑师还是设计师,掌握角度截面的原则无疑会提升你的工作,并为你在各自领域的成功做出贡献。