height of arc

简明释义

拱高

英英释义

例句

1.To improve the performance of the roller coaster, we adjusted the height of arc at the highest point.

为了改善过山车的性能，我们调整了最高点的弧的高度。

2.In our physics lab, we measured the height of arc of a projectile to analyze its trajectory.

在我们的物理实验室，我们测量了一个抛射物的弧的高度以分析其轨迹。

3.The engineer calculated the height of arc to ensure the bridge would accommodate tall vehicles.

工程师计算了弧的高度以确保桥梁可以容纳高大的车辆。

4.The coach emphasized the importance of the height of arc in perfecting a basketball shot.

教练强调了在完善篮球投篮时弧的高度的重要性。

5.The artist used the height of arc to create a visually appealing sculpture.

艺术家利用弧的高度创造了一件视觉上吸引人的雕塑。

作文

The concept of the height of arc is often encountered in various fields, including physics, engineering, and even art. It refers to the maximum vertical distance from a baseline to the highest point on an arc or curve. Understanding this concept is crucial for several reasons. Firstly, it plays a significant role in the design of structures such as bridges and arches. Engineers must calculate the height of arc to ensure that these structures can withstand forces without collapsing. For instance, when designing a bridge, the height of arc determines how much clearance is needed for vehicles to pass underneath safely. If the height is insufficient, it could lead to accidents or structural failure.Secondly, in the realm of physics, the height of arc is essential when analyzing projectile motion. When an object is thrown into the air, it follows a parabolic path, and the height of arc represents the peak of that trajectory. Understanding this helps scientists and engineers predict where an object will land, which is crucial in fields like aerospace and sports science. For example, in basketball, players must understand the optimal angle and height of their shots to maximize the chances of scoring.Moreover, the height of arc is not limited to technical fields; it also finds its place in art and design. Artists often use arcs and curves to create aesthetically pleasing compositions. The height of arc can influence the viewer's perception and emotional response to the artwork. A higher arc may evoke feelings of joy and excitement, while a lower arc might convey calmness or stability. Thus, artists must consider the height of arc when creating their works to achieve the desired impact.In practical applications, understanding the height of arc can improve everyday activities as well. For instance, when playing sports like soccer or golf, players need to be aware of the arc of their shots. A well-placed kick or swing that achieves the right height of arc can significantly enhance performance. Similarly, in construction, knowing the height of arc is vital for ensuring that roofs and ceilings are both functional and visually appealing.In conclusion, the height of arc is a multifaceted concept that extends across various disciplines. From engineering to art, understanding the significance of this term can lead to better designs, improved performances, and more effective communication of ideas. As we continue to explore and engage with the world around us, recognizing the importance of the height of arc will undoubtedly enrich our experiences and knowledge. Whether you are an engineer calculating load tolerances, a physicist studying motion, or an artist crafting a masterpiece, the height of arc remains a fundamental aspect worth mastering.

弧的高度概念常常出现在物理、工程甚至艺术等多个领域。它指的是从基线到弧或曲线最高点的最大垂直距离。理解这个概念至关重要，原因有几个。首先，它在桥梁和拱形结构等建筑设计中起着重要作用。工程师必须计算高度以确保这些结构能够承受力量而不倒塌。例如，在设计桥梁时，高度决定了车辆安全通过所需的净空。如果高度不足，可能导致事故或结构失败。其次，在物理学领域，高度在分析抛射运动时至关重要。当一个物体被抛向空中时，它沿抛物线轨迹移动，而高度代表该轨迹的最高点。理解这一点有助于科学家和工程师预测物体的落地位置，这在航空航天和运动科学等领域至关重要。例如，在篮球比赛中，球员必须了解投篮的最佳角度和高度，以最大化得分的机会。此外，高度不仅限于技术领域；它在艺术和设计中也占有一席之地。艺术家经常使用弧线和曲线来创造美观的构图。高度可以影响观众对作品的感知和情感反应。较高的弧可能引发快乐和兴奋的感觉，而较低的弧则可能传达平静或稳定。因此，艺术家在创作作品时必须考虑高度，以实现预期的效果。在实际应用中，理解高度可以改善日常活动。例如，在足球或高尔夫等运动中，运动员需要意识到他们射门的弧线。一个合适的踢球或挥杆，达到正确的高度，可以显著提升表现。同样，在建筑中，了解高度对于确保屋顶和天花板既功能性又视觉吸引力至关重要。总之，高度是一个多方面的概念，跨越多个学科。从工程到艺术，理解这个术语的重要性可以导致更好的设计、更高的表现和更有效的思想传达。随着我们继续探索和参与周围的世界，认识到高度的重要性无疑会丰富我们的体验和知识。无论你是计算载荷公差的工程师、研究运动的物理学家，还是创作杰作的艺术家，高度始终是值得掌握的基本要素。