intersecting members

简明释义

交叉构件

英英释义

例句

1.In the architectural drawing, the intersecting members create a unique visual appeal.

在建筑图纸中，交叉构件创造了独特的视觉吸引力。

2.During the inspection, we found several intersecting members that showed signs of wear.

在检查过程中，我们发现几个交叉构件显示出磨损的迹象。

3.The artist used intersecting members in her sculpture to symbolize connection and community.

艺术家在她的雕塑中使用了交叉构件来象征联系和社区。

4.The design of the bridge relies on the strength of the intersecting members to support the weight of vehicles.

桥梁的设计依赖于交叉构件的强度来支撑车辆的重量。

5.Engineers must calculate the load distribution across the intersecting members to ensure safety.

工程师必须计算交叉构件上的负载分布以确保安全。

作文

In the realm of mathematics and geometry, the concept of intersecting members plays a crucial role in understanding relationships between different shapes and lines. When we talk about intersecting members in geometry, we refer to lines or segments that cross each other at a certain point. This intersection creates unique angles and shapes, which can be analyzed to gain deeper insights into geometric properties. For instance, when two lines intersect, they form four angles, and the relationships between these angles can lead to various conclusions based on the principles of geometry.In real-world applications, intersecting members can be seen in architecture and engineering. When designing structures, architects must consider how different elements will intersect and support one another. The intersection of beams, for example, is critical for ensuring stability and strength in buildings. Engineers often use the concept of intersecting members to calculate load distribution and assess the integrity of a structure. By analyzing these intersections, they can identify potential weaknesses and make necessary adjustments to their designs.Moreover, the idea of intersecting members extends beyond mathematics and engineering; it also applies to social sciences. In sociology, for instance, individuals belong to various social groups that may intersect in different ways. These intersections can create complex social dynamics, where the identities and experiences of individuals are shaped by multiple factors such as race, gender, and socioeconomic status. Understanding these intersecting members within society can help researchers and policymakers address issues of inequality and promote inclusivity.In conclusion, the concept of intersecting members is multifaceted and significant across various disciplines. Whether in geometry, architecture, or sociology, recognizing and analyzing these intersections allows us to gain a deeper understanding of the relationships and interactions that define our world. As we continue to explore these connections, we can uncover new insights that enhance our knowledge and improve our ability to navigate complex systems. Therefore, embracing the idea of intersecting members not only enriches our academic pursuits but also informs our practical applications in everyday life.

在数学和几何的领域中，交叉成员的概念在理解不同形状和线条之间的关系中起着至关重要的作用。当我们谈论几何中的交叉成员时，我们指的是在某一点相交的线或线段。这种交叉形成独特的角度和形状，可以通过分析这些角度来深入了解几何特性。例如，当两条线相交时，它们形成四个角，而这些角之间的关系可以根据几何原理得出各种结论。在实际应用中，交叉成员可以在建筑和工程中看到。在设计结构时，建筑师必须考虑不同元素如何交叉并相互支撑。例如，梁的交叉对于确保建筑的稳定性和强度至关重要。工程师通常使用交叉成员的概念来计算载荷分布并评估结构的完整性。通过分析这些交叉，他们可以识别潜在的弱点，并对设计进行必要的调整。此外，交叉成员的想法超越了数学和工程；它也适用于社会科学。例如，在社会学中，个人属于可能以不同方式交叉的各种社会群体。这些交叉可能会产生复杂的社会动态，其中个人的身份和经历受到种族、性别和社会经济地位等多个因素的影响。理解这些社会中的交叉成员可以帮助研究人员和政策制定者解决不平等问题并促进包容性。总之，交叉成员的概念是多方面的，并且在各个学科中都具有重要意义。无论是在几何、建筑还是社会学中，识别和分析这些交叉使我们能够更深入地理解定义我们世界的关系和互动。随着我们继续探索这些联系，我们可以发现新的见解，从而增强我们的知识，提高我们在复杂系统中导航的能力。因此，拥抱交叉成员的理念不仅丰富了我们的学术追求，还为我们日常生活中的实际应用提供了指导。