angle of intersection

简明释义

交叉角

英英释义

例句

1.When designing roads, planners must consider the angle of intersection 交角 to improve safety.

在设计道路时，规划者必须考虑angle of intersection 交角以提高安全性。

2.The architect calculated the angle of intersection 交角 between the two walls to ensure structural integrity.

建筑师计算了两面墙之间的angle of intersection 交角以确保结构的完整性。

3.In computer graphics, the angle of intersection 交角 between two surfaces affects the shading.

在计算机图形学中，两种表面之间的angle of intersection 交角影响着阴影效果。

4.In physics, understanding the angle of intersection 交角 between light rays is crucial for optics.

在物理学中，理解光线之间的angle of intersection 交角对光学至关重要。

5.The engineers measured the angle of intersection 交角 of the pipelines to optimize flow.

工程师测量了管道的angle of intersection 交角以优化流动。

作文

Understanding the concept of the angle of intersection is crucial in various fields, including mathematics, physics, and even art. In geometry, the angle of intersection refers to the angle formed when two lines or planes meet. This concept can be visually represented on a Cartesian plane, where the intersection of two lines creates an angle that can be measured in degrees. The angle of intersection is not only a fundamental aspect of geometric principles but also serves practical purposes in real-world applications.For instance, in architecture, the angle of intersection plays a significant role in the design of structures. Architects must consider how different elements of a building intersect, ensuring that angles are appropriate for aesthetic appeal and structural integrity. A well-calculated angle of intersection can enhance the overall look of a building while providing stability.In physics, the angle of intersection is essential when analyzing forces acting on an object. When two forces intersect at a certain angle, the resultant force can be determined using vector addition. Understanding the angle of intersection allows physicists to predict the motion of objects under various conditions, leading to advancements in engineering and technology.Moreover, in the realm of art, the angle of intersection can influence the composition of a piece. Artists often use intersecting lines to create depth and perspective in their work. By manipulating the angle of intersection, an artist can guide the viewer's eye and evoke specific emotions or reactions.The significance of the angle of intersection extends beyond theoretical applications. It is a concept that can be observed in nature as well. For example, the angle of intersection between branches on a tree affects its growth and stability. Similarly, the way rays of sunlight intersect with the leaves of a plant can determine the efficiency of photosynthesis.In conclusion, the angle of intersection is a multifaceted concept that permeates various disciplines. Whether in mathematics, physics, architecture, or art, understanding this angle is essential for making informed decisions and creating effective designs. By recognizing the importance of the angle of intersection, we can appreciate its role in both theoretical frameworks and practical applications, ultimately enriching our understanding of the world around us.

理解“角度交叉”的概念在多个领域中至关重要，包括数学、物理，甚至艺术。在几何学中，“角度交叉”是指当两条线或平面相遇时形成的角度。这个概念可以在笛卡尔平面上进行可视化表示，其中两条线的交点形成一个可以用度数来测量的角度。“角度交叉”不仅是几何原理的基本方面，也在现实世界的应用中发挥着实用作用。例如，在建筑学中，“角度交叉”在结构设计中发挥着重要作用。建筑师必须考虑建筑不同元素的交叉方式，确保角度适合美学吸引力和结构完整性。一个计算良好的“角度交叉”可以增强建筑的整体外观，同时提供稳定性。在物理学中，“角度交叉”在分析作用于物体的力时至关重要。当两个力在某个角度相交时，可以使用向量加法确定合力。理解“角度交叉”使物理学家能够预测物体在各种条件下的运动，从而推动工程和技术的进步。此外，在艺术领域，“角度交叉”可以影响作品的构图。艺术家常常使用交叉线来创造作品的深度和透视。通过操控“角度交叉”，艺术家可以引导观众的视线，并唤起特定的情感或反应。“角度交叉”的重要性超越了理论应用。它是一个可以在自然界中观察到的概念。例如，树木上树枝之间的“角度交叉”会影响其生长和稳定性。同样，阳光射线与植物叶子的交叉方式可以决定光合作用的效率。总之，“角度交叉”是一个多方面的概念，渗透到多个学科中。无论是在数学、物理、建筑还是艺术中，理解这个角度对于做出明智的决策和创造有效的设计至关重要。通过认识“角度交叉”的重要性，我们可以欣赏它在理论框架和实际应用中的角色，最终丰富我们对周围世界的理解。