between perpendiculars

简明释义

垂线间的

英英释义

例句

1.The architect explained how to create a visual guide between perpendiculars for the new building.

建筑师解释了如何为新建筑创建垂直线之间的视觉指南。

2.The surveyor marked the boundaries between perpendiculars to define the property lines.

测量员标记了垂直线之间的边界以定义财产界限。

3.The engineer measured the distance between perpendiculars to ensure the structure was stable.

工程师测量了垂直线之间的距离以确保结构的稳定性。

4.When laying out the foundation, it is crucial to maintain the alignment between perpendiculars.

在铺设基础时，保持垂直线之间的对齐至关重要。

5.In the design phase, we need to calculate the area between perpendiculars for accurate material estimation.

在设计阶段，我们需要计算垂直线之间的面积以准确估算材料。

作文

In the realm of geometry and engineering, the concept of being 'between perpendiculars' holds significant importance. It refers to the space or area that exists between two lines or planes that intersect at right angles. This idea is not only fundamental in mathematical theories but also plays a crucial role in practical applications such as architecture, design, and various fields of science. Understanding this concept can enhance our ability to visualize and manipulate shapes and structures effectively.When we think about the term 'between perpendiculars', we can imagine two lines that meet at a 90-degree angle. For instance, if we draw a vertical line and a horizontal line on a graph, the area that lies 'between perpendiculars' is the quadrant formed by these two lines. This quadrant can represent a range of values or points that adhere to specific conditions, making it a useful tool in data analysis and interpretation.In architectural design, the principle of being 'between perpendiculars' is vital for ensuring structural integrity. Architects often use this concept to determine how different elements of a building will interact with each other. For example, when designing a room, the walls must be constructed 'between perpendiculars' to ensure that they are straight and support the ceiling adequately. If the walls are not aligned properly, it could lead to serious structural issues, compromising the safety and functionality of the space.Moreover, in the field of engineering, the concept of 'between perpendiculars' is applied in the design of various mechanical components. Engineers must ensure that parts fit together correctly, often requiring precise measurements that consider the perpendicular angles between different components. This precision is crucial for the performance and durability of machines and devices.Additionally, 'between perpendiculars' can also be applied in everyday life scenarios. For instance, when parking a car, drivers often need to maneuver their vehicle 'between perpendiculars' marked by the lines in a parking lot. This requires spatial awareness and an understanding of angles, which are both rooted in the concept of perpendicularity. Successfully parking 'between perpendiculars' ensures that vehicles are properly aligned and do not obstruct others, showcasing the practical implications of this geometric principle.In conclusion, the phrase 'between perpendiculars' encapsulates a fundamental geometric principle that extends far beyond theoretical mathematics. It has real-world applications in architecture, engineering, and daily activities, highlighting its significance in our lives. By grasping the meaning of being 'between perpendiculars', we can improve our spatial reasoning skills and apply this knowledge to various fields, ultimately enhancing our problem-solving capabilities. Whether in designing a building, constructing a machine, or simply parking a car, understanding the concept of 'between perpendiculars' empowers us to navigate and manipulate our physical environment more effectively.

在几何和工程领域，‘between perpendiculars’这一概念具有重要意义。它指的是存在于两条以直角相交的线或平面之间的空间或区域。这个想法不仅在数学理论中是基础性的，而且在建筑、设计和各种科学领域的实际应用中也起着至关重要的作用。理解这一概念可以增强我们有效地可视化和操作形状与结构的能力。当我们想到“between perpendiculars”这个术语时，可以想象两条以90度角相交的线。例如，如果我们在图表上画一条垂直线和一条水平线，那么位于这两条线之间的区域就是由这两条线形成的象限。这个象限可以表示一系列遵循特定条件的值或点，使其成为数据分析和解释中的有用工具。在建筑设计中，‘between perpendiculars’的原则对于确保结构的完整性至关重要。建筑师经常使用这个概念来确定建筑物不同元素之间的相互作用。例如，在设计一个房间时，墙壁必须在‘between perpendiculars’的情况下建造，以确保它们是直的，并能充分支撑天花板。如果墙壁没有正确对齐，可能会导致严重的结构问题，危及空间的安全性和功能性。此外，在工程领域，‘between perpendiculars’的概念应用于各种机械部件的设计。工程师必须确保部件能够正确配合，通常需要考虑不同组件之间的垂直角度的精确测量。这种精确性对于机器和设备的性能和耐用性至关重要。此外，‘between perpendiculars’还可以应用于日常生活场景。例如，当停车时，驾驶员通常需要将车辆在停车场的标线之间进行操作。这需要空间意识和对角度的理解，这两者都根植于垂直性的概念。成功地在‘between perpendiculars’之间停车确保了车辆的正确对齐，并且不会阻碍其他车辆，展示了这一几何原理的实际影响。总之，短语‘between perpendiculars’概括了一个基本的几何原理，这一原理远远超出了理论数学的范畴。它在建筑、工程和日常活动中具有现实世界的应用，突显了它在我们生活中的重要性。通过掌握‘between perpendiculars’的含义，我们可以提高我们的空间推理能力，并将这一知识应用于各个领域，从而最终增强我们的解决问题的能力。无论是在设计建筑、构造机器，还是简单地停车，理解‘between perpendiculars’的概念使我们能够更有效地导航和操作我们的物理环境。