angle bearer

简明释义

角材支座

英英释义

例句

1.The carpenter used a laser level to ensure that the angle bearer 角撑 was perfectly aligned.

木匠使用激光水平仪确保<顺>角撑<顺>完美对齐。

2.The architect specified the use of an angle bearer 角撑 in the design to enhance durability.

建筑师在设计中指定使用<顺>角撑<顺>以增强耐久性。

3.During the construction, the angle bearer 角撑 provided crucial support for the roof structure.

在施工过程中，<顺>角撑<顺>为屋顶结构提供了关键支持。

4.To achieve a stable frame, the builder installed an angle bearer 角撑 at each corner.

为了实现稳定的框架，建筑工人在每个角落安装了<顺>角撑<顺>。

5.In woodworking, an angle bearer 角撑 can help maintain the shape of the project during assembly.

在木工中，<顺>角撑<顺>可以帮助在组装过程中保持项目的形状。

作文

In the realm of mathematics and geometry, the term angle bearer refers to a line or a segment that holds or defines an angle between two intersecting lines. This concept is crucial in understanding not only basic geometric shapes but also more complex figures that we encounter in advanced mathematics. The angle bearer serves as a foundational element in constructing various geometric proofs and theorems. For example, when we consider a triangle, each side can be viewed as an angle bearer, supporting the angles formed at each vertex. The importance of the angle bearer extends beyond mere definitions; it plays a significant role in real-world applications such as architecture, engineering, and even art. In architecture, for instance, the angles formed by beams and columns are critical for ensuring structural integrity. The angle bearer in this context is not just a mathematical abstraction but a tangible element that affects the safety and functionality of buildings. Moreover, in physics, the concept of an angle bearer can be applied to understand forces acting at angles. When two forces intersect, the angle they create can determine the resultant force's direction and magnitude. Here, the angle bearer becomes essential in resolving vector components, which is vital for engineers and physicists alike. In daily life, we may not explicitly think about angle bearers, yet they surround us. Consider the roads we drive on; intersections create angles that are often defined by the paths we take. Understanding these angles can improve navigation and route planning. Similarly, in sports, players must often calculate angles to optimize their performance, whether it’s a basketball player shooting from the three-point line or a soccer player aiming for the goal. The angles formed during these actions are governed by angle bearers that influence the trajectory of the ball. Art also utilizes the concept of angle bearer in composition. Artists often employ angles to create perspective and depth in their work. The way lines converge at a point helps to guide the viewer’s eye and creates a sense of dimension. Thus, the angle bearer is not only a mathematical tool but also a means of expression in creative fields. In conclusion, the term angle bearer encapsulates a vital aspect of geometry that resonates across various disciplines. From mathematics to practical applications in engineering, physics, and art, understanding the role of angle bearers enriches our comprehension of the world around us. As we delve deeper into the study of angles and their bearers, we uncover the intricate connections that shape both our physical environment and our intellectual pursuits.

在数学和几何学的领域中，术语角承载者指的是一条线或一个线段，它承载或定义了两条相交线之间的角度。这个概念对于理解基本几何形状以及我们在高级数学中遇到的更复杂的图形至关重要。角承载者作为构建各种几何证明和定理的基础要素。例如，当我们考虑三角形时，每一条边都可以视为一个角承载者，支持着每个顶点形成的角。角承载者的重要性不仅限于定义；它在建筑、工程甚至艺术等现实世界应用中也发挥着重要作用。例如，在建筑学中，梁和柱之间形成的角度对确保结构完整性至关重要。在这种情况下，角承载者不仅是一个数学抽象，而是一个影响建筑安全性和功能性的有形元素。此外，在物理学中，角承载者的概念可以应用于理解以角度作用的力。当两个力相交时，它们形成的角度可以决定合力的方向和大小。在这里，角承载者在分解向量分量中变得至关重要，这对工程师和物理学家来说都是至关重要的。在日常生活中，我们可能不会明确思考角承载者，但它们无处不在。考虑我们驾驶的道路；交叉路口形成的角度通常由我们所采取的路径定义。理解这些角度可以改善导航和路线规划。同样，在体育运动中，运动员经常必须计算角度以优化他们的表现，无论是篮球运动员从三分线投篮，还是足球运动员瞄准球门。在这些动作中形成的角度受角承载者的影响，进而影响球的轨迹。艺术也利用了角承载者的概念来进行构图。艺术家经常使用角度来创造作品中的透视和深度。线条汇聚在一点的方式有助于引导观众的视线，并创造出一种维度感。因此，角承载者不仅是一个数学工具，也是创意领域的一种表达手段。总之，术语角承载者概括了几何学的一个重要方面，这一方面在各个学科中产生共鸣。从数学到工程、物理和艺术的实际应用，理解角承载者的作用丰富了我们对周围世界的理解。当我们深入研究角度及其承载者时，我们揭示了塑造我们物理环境和智力追求之间错综复杂的联系。