at right angles to

简明释义

与…成直角

英英释义

例句

1.The road runs at right angles to the river, providing a beautiful view.

这条路与河流以at right angles to的方式交叉，提供了美丽的景色。

2.The two walls meet at right angles to each other, forming a perfect corner.

这两面墙以at right angles to的方式相交，形成一个完美的角落。

3.When constructing the frame, ensure that the beams are placed at right angles to the posts.

在建造框架时，确保梁与柱以at right angles to的方式放置。

4.In geometry, a square has all sides at right angles to each other.

在几何学中，正方形的所有边都是互相at right angles to的。

5.The artist painted two lines that intersected at right angles to create a dynamic composition.

艺术家画了两条线，它们以at right angles to的方式相交，形成了动态的构图。

作文

In the world of geometry, understanding the relationships between different shapes and lines is crucial. One such relationship is when two lines meet at a specific angle. When we say that two lines are at right angles to each other, we mean they intersect to form a perfect 90-degree angle. This concept is not only fundamental in mathematics but also plays a significant role in various fields such as architecture, engineering, and even art.Consider the design of a house. Architects often use the principle of being at right angles to when planning the layout of rooms. For instance, if a living room is designed to be rectangular, the walls of the room must be at right angles to one another to ensure that the structure is sound and aesthetically pleasing. If the walls were not at right angles to each other, the room would appear skewed and could lead to structural issues down the line.Moreover, in engineering, the concept of at right angles to is essential for creating stable structures. Engineers must ensure that beams and supports are positioned at right angles to the ground to distribute weight evenly. This is particularly important in skyscrapers and bridges, where any deviation from this angle could result in catastrophic failures. Therefore, the precision of being at right angles to is vital for safety and durability.In addition to practical applications, the idea of at right angles to also appears in artistic compositions. Artists often use geometric shapes to create balance and harmony in their work. By placing elements at right angles to each other, they can draw the viewer’s eye across the canvas and create a sense of movement. For example, in abstract art, the juxtaposition of lines at right angles to one another can create dynamic tension and interest, leading to a more engaging piece.Furthermore, in everyday life, we encounter situations where the concept of at right angles to is applicable. When arranging furniture in our homes, we instinctively place items at right angles to each other to maximize space and functionality. A dining table is often set at right angles to the walls to allow for easy movement around it, ensuring that the space feels open and accessible.In conclusion, the phrase at right angles to encompasses a fundamental aspect of both the physical and abstract worlds. Whether in geometry, architecture, engineering, art, or daily life, this concept helps us create order and balance. Recognizing the importance of being at right angles to can enhance our understanding of how we interact with our environment and improve our ability to design functional and aesthetically pleasing spaces. As we continue to explore these relationships, we gain a deeper appreciation for the beauty and complexity of the world around us.

在几何学的世界中，理解不同形状和线条之间的关系至关重要。其中一种关系是当两条线以特定的角度相交时。当我们说两条线彼此垂直时，我们的意思是它们相交形成一个完美的90度角。这个概念不仅在数学中是基础，而且在建筑、工程甚至艺术等多个领域中也发挥着重要作用。考虑一下房屋的设计。建筑师在规划房间布局时，常常使用垂直的原则。例如，如果客厅被设计为矩形，则房间的墙壁必须彼此垂直，以确保结构坚固且美观。如果墙壁不是垂直的，房间就会显得歪斜，并可能导致后续的结构问题。此外，在工程学中，垂直的概念对创建稳定的结构至关重要。工程师必须确保梁和支撑物与地面垂直放置，以均匀分配重量。这在摩天大楼和桥梁中尤其重要，因为任何偏离这个角度都可能导致灾难性的失败。因此，垂直的精确性对于安全性和耐用性至关重要。除了实际应用之外，垂直的概念也出现在艺术作品的构图中。艺术家们常常利用几何形状在他们的作品中创造平衡和和谐。通过将元素垂直放置，他们可以引导观众的目光穿过画布，创造出一种运动感。例如，在抽象艺术中，垂直的线条对比可以创造出动态的张力和趣味，从而使作品更具吸引力。此外，在日常生活中，我们会遇到许多适用垂直概念的情况。当我们在家中摆放家具时，我们本能地将物品垂直放置，以最大化空间和功能性。餐桌通常与墙壁垂直摆放，以便于周围的移动，确保空间感觉开阔和可达。总之，短语垂直涵盖了物质世界和抽象世界的基本方面。无论是在几何学、建筑、工程、艺术还是日常生活中，这个概念帮助我们创造秩序和平衡。认识到垂直的重要性可以增强我们对如何与环境互动的理解，并改善我们设计功能性和美观空间的能力。随着我们继续探索这些关系，我们对周围世界的美丽和复杂性有了更深的欣赏。