after perpendicular

简明释义

尾垂线尾垂线尾垂线

英英释义

例句

1.We need to assess the stability of the wall after perpendicular 在垂直方向之后 loads are applied.

我们需要在施加垂直载荷之后评估墙体的稳定性。

2.The engineer calculated the load on the beam after perpendicular 在垂直方向之后 forces were applied.

工程师在施加了垂直力之后计算了梁上的载荷。

3.The architect designed the structure to withstand stress after perpendicular 在垂直方向之后 impacts.

建筑师设计结构以承受在垂直方向上施加的影响后的压力。

4.The technician adjusted the alignment after perpendicular 在垂直方向之后 measurements were taken.

技术员在进行垂直测量之后调整了对齐。

5.The analysis showed significant deflection after perpendicular 在垂直方向之后 forces were introduced.

分析显示，在引入垂直力之后发生了显著的挠度。

作文

In mathematics, particularly in geometry, the concept of perpendicularity plays a crucial role in understanding the relationships between different shapes and angles. The term 'perpendicular' refers to lines or segments that meet at a right angle, which is 90 degrees. When we talk about something happening 'after perpendicular', we are usually referring to events or conditions that occur subsequent to establishing a perpendicular relationship. This idea can be applied not only in mathematics but also in various real-life scenarios. For instance, consider the construction of a building. Architects and engineers must ensure that walls are built after perpendicular to the foundation to maintain structural integrity. If the walls are not perfectly vertical, the entire structure could become unstable, leading to potential safety hazards. Thus, the process of verifying that walls are indeed after perpendicular to the base is essential before proceeding with further construction. Furthermore, in the realm of physics, understanding forces acting on objects often involves analyzing components that are after perpendicular to one another. For example, when studying projectile motion, the horizontal and vertical components of motion are treated as after perpendicular vectors. This separation allows us to apply different equations of motion independently, making it easier to predict the trajectory of the projectile. In daily life, the concept of after perpendicular can also be observed in sports. Take basketball, for example. A player shooting the ball must position their body and arms in such a way that the shot is after perpendicular to the basket. If the player’s angle is off, the chances of scoring decrease significantly. Coaches often emphasize the importance of proper stance and alignment, which directly relates to ensuring that the player's movements are after perpendicular to the hoop. Moreover, artistic disciplines like painting and photography also utilize the principle of after perpendicular. Artists often create depth and perspective by ensuring that certain elements of their work are aligned after perpendicular to the viewer's line of sight. This technique adds dimension and realism to their art, guiding the observer's eye through the composition. In conclusion, the phrase 'after perpendicular' encompasses a variety of applications across different fields. Whether in construction, physics, sports, or art, the importance of maintaining a perpendicular relationship cannot be overstated. It ensures stability, accuracy, and aesthetic appeal. Understanding how to apply the concept of after perpendicular effectively can greatly enhance our ability to analyze situations and achieve desired outcomes. As we continue to explore the implications of perpendicularity in various contexts, we will undoubtedly uncover even more ways in which this fundamental principle shapes our world.

在数学中，特别是在几何学中，垂直性的概念在理解不同形状和角度之间的关系时起着至关重要的作用。术语“垂直”指的是在一个直角（90度）相遇的线或段。当我们谈论某事发生在“after perpendicular”之后时，我们通常是指在建立垂直关系后发生的事件或条件。这个想法不仅可以应用于数学，还可以应用于各种现实生活场景。例如，考虑建筑物的施工。建筑师和工程师必须确保墙壁在基础上建造时是after perpendicular的，以维持结构的完整性。如果墙壁不完全垂直，整个结构可能会变得不稳定，导致潜在的安全隐患。因此，在继续进行进一步施工之前，验证墙壁确实是after perpendicular于基础的过程是至关重要的。此外，在物理学领域，理解作用于物体的力通常涉及分析彼此after perpendicular的分量。例如，在研究抛体运动时，运动的水平和垂直分量被视为after perpendicular的向量。这种分离使我们能够独立地应用不同的运动方程，从而更容易预测抛体的轨迹。在日常生活中，“after perpendicular”的概念也可以在体育中观察到。以篮球为例。投篮的球员必须将身体和手臂定位在与篮筐after perpendicular的方式。如果球员的角度不对，得分的机会就会显著降低。教练们常常强调正确姿势和对齐的重要性，这直接与确保球员的动作与篮筐after perpendicular相关。此外，绘画和摄影等艺术学科也利用了after perpendicular的原理。艺术家们通过确保作品的某些元素与观众的视线after perpendicular对齐，创造深度和透视效果。这种技巧为他们的艺术增添了维度和现实感，引导观察者的目光穿过构图。总之，短语“after perpendicular”在不同领域涵盖了多种应用。无论是在建筑、物理、体育还是艺术中，保持垂直关系的重要性都不容小觑。它确保了稳定性、准确性和美学吸引力。有效地理解如何应用after perpendicular的概念可以大大增强我们分析情况和实现预期结果的能力。随着我们继续探索垂直性在各种背景下的影响，我们无疑会发现更多这种基本原理塑造我们世界的方式。