angular point

简明释义

1. 角点; 2. 角顶;

英英释义

例句

1.The designer used the angular point to create a focal area in the garden layout.

设计师利用角点在花园布局中创造了一个焦点区域。

2.In geometry, an angular point is where two lines meet to form an angle.

在几何学中，角点是两条线相交形成角度的地方。

3.During the meeting, we discussed how the angular point of the project could influence its overall success.

在会议中，我们讨论了项目的角点如何影响其整体成功。

4.The architect emphasized the importance of the angular point in the building's design for better structural integrity.

建筑师强调了建筑设计中角点对提高结构完整性的重要性。

5.In navigation, identifying the angular point can help determine your exact location.

在导航中，识别角点可以帮助确定你的确切位置。

作文

In the realm of geometry, the term angular point refers to a specific point where two lines meet, forming an angle. This concept is fundamental not only in mathematics but also in various fields such as architecture, engineering, and computer graphics. Understanding the significance of angular point can enhance our comprehension of spatial relationships and design principles.To illustrate the importance of angular point, consider the design of a building. Architects often utilize angles to create aesthetically pleasing structures. Each angular point in the design contributes to the overall shape and functionality of the building. For instance, a triangular roof has three angular points, which determine its height and stability. The careful consideration of these points can lead to innovative designs that are both beautiful and practical.Furthermore, in engineering, the concept of angular point plays a crucial role in the analysis of forces acting on structures. Engineers must calculate the angles at which different components meet to ensure that the structure can withstand various loads. By understanding the angular point, they can make informed decisions about materials and construction methods, ultimately leading to safer and more durable buildings.In computer graphics, angular points are essential for creating realistic models and animations. When designing a character or an object, artists must define the angular points to accurately represent how the object interacts with light and shadow. These points help in rendering the object from different angles, providing depth and realism to the visual representation.Moreover, the concept of angular point extends beyond physical structures and can be applied to abstract ideas. In discussions about decision-making, for instance, one might refer to the angular point as a metaphor for critical junctures in a process where choices must be made. At each angular point, different paths diverge, leading to various outcomes based on the decisions taken. This metaphor highlights the importance of being aware of the angular points in our lives, as they often dictate the direction we take.In conclusion, the term angular point encompasses a variety of meanings across different fields. Whether in geometry, architecture, engineering, computer graphics, or metaphorical discussions, recognizing the significance of angular points allows us to appreciate the intricate connections between angles and their implications. As we navigate through various disciplines, the understanding of angular points serves as a valuable tool for analysis and creativity, ultimately enriching our knowledge and experiences in both practical and theoretical contexts.

在几何学领域，术语angular point指的是两条线相交形成角度的特定点。这个概念不仅在数学中是基础，在建筑、工程和计算机图形等多个领域也至关重要。理解angular point的重要性可以增强我们对空间关系和设计原则的理解。为了说明angular point的重要性，考虑一下建筑设计。建筑师经常利用角度来创建美观的结构。设计中的每个angular point都对建筑的整体形状和功能有所贡献。例如，一个三角形的屋顶有三个angular point，决定了它的高度和稳定性。仔细考虑这些点可以导致创新的设计，既美观又实用。此外，在工程学中，angular point的概念在分析作用于结构的力时起着关键作用。工程师必须计算不同组件相交的角度，以确保结构能够承受各种负载。通过理解angular point，他们可以对材料和施工方法做出明智的决策，最终导致更安全、更耐用的建筑。在计算机图形学中，angular points对于创建逼真的模型和动画至关重要。在设计角色或物体时，艺术家必须定义angular points以准确表示物体如何与光和阴影互动。这些点有助于从不同角度渲染物体，为视觉表现提供深度和现实感。此外，angular point的概念超越了物理结构，也可以应用于抽象思想。在关于决策的讨论中，人们可能会将angular point作为比喻，指代过程中的关键节点，在这些节点上必须做出选择。在每个angular point，不同的路径分叉，基于所做的决策导致各种结果。这个比喻强调了意识到生活中的angular points的重要性，因为它们往往决定了我们采取的方向。总之，术语angular point在不同领域涵盖了多种含义。无论是在几何学、建筑学、工程学、计算机图形学还是隐喻讨论中，识别angular points的重要性使我们能够欣赏角度之间及其影响的复杂联系。当我们在各个学科中航行时，对angular points的理解作为分析和创造力的宝贵工具，最终丰富了我们在实践和理论背景下的知识和经验。