angular height

简明释义

高度

英英释义

例句

1.The angular height 角高度 of the sun at noon can be used to estimate your latitude.

中午时分太阳的角高度可以用来估算你的纬度。

2.To determine the angular height 角高度 of the mountain, we used a theodolite.

为了确定山的角高度，我们使用了经纬仪。

3.The astronomer measured the angular height 角高度 of the star above the horizon.

天文学家测量了星星在地平线上的角高度。

4.The pilot adjusted the flight path based on the angular height 角高度 of the clouds.

飞行员根据云层的角高度调整了飞行路径。

5.In surveying, knowing the angular height 角高度 helps in calculating distances.

在测量中，知道角高度有助于计算距离。

作文

The concept of angular height refers to the angle formed between the observer's line of sight and the horizontal plane when looking at an object. This term is particularly relevant in fields such as astronomy, architecture, and even photography. Understanding angular height is essential for measuring distances and understanding perspectives in various contexts. For instance, when astronomers observe celestial bodies, they often calculate the angular height of stars or planets above the horizon to determine their positions in the sky. This measurement helps in navigation and in understanding the movement of these celestial objects over time.In architecture, knowing the angular height of a building can assist architects in designing structures that harmonize with their surroundings. By calculating the angular height, architects can ensure that taller buildings do not overshadow smaller ones, maintaining aesthetic balance in urban planning. Furthermore, photographers utilize the concept of angular height when framing their shots. The angle at which they capture an image can greatly affect the final outcome, influencing how subjects are perceived by viewers.One practical example of angular height can be observed during sunset. As the sun descends towards the horizon, its angular height decreases. Observers can witness this phenomenon by noting the position of the sun against familiar landmarks. The change in angular height provides a visual cue of time passing and can evoke emotional responses related to the beauty of nature.Moreover, angular height is not limited to natural phenomena; it also plays a crucial role in sports. In basketball, for instance, players must consider the angular height of their shots to successfully make baskets. A higher shot angle can increase the chances of scoring, as it allows the ball to descend more steeply into the hoop. Coaches often emphasize the importance of understanding angular height in training sessions to improve players' shooting techniques.In educational settings, teaching students about angular height can enhance their understanding of geometry and trigonometry. Students can engage in hands-on activities that involve measuring the angular height of various objects using tools like protractors or clinometers. This practical approach not only reinforces theoretical knowledge but also fosters critical thinking and problem-solving skills.In conclusion, the term angular height encapsulates a fundamental concept that spans multiple disciplines. Whether in astronomy, architecture, photography, sports, or education, understanding angular height is vital for making informed decisions and achieving desired outcomes. As we continue to explore the world around us, the significance of angular height will undoubtedly remain a key element in our understanding of spatial relationships and perspectives.

“角高度”这个概念指的是观察者的视线与水平面之间形成的角度，当观察一个物体时。这个术语在天文学、建筑学甚至摄影等领域尤为相关。理解“角高度”对于测量距离和理解各种背景下的透视至关重要。例如，当天文学家观察天体时，他们通常会计算星星或行星在地平线上的“角高度”，以确定它们在天空中的位置。这一测量有助于导航，并帮助人们理解这些天体随时间的运动。在建筑学中，了解一个建筑物的“角高度”可以帮助建筑师设计与周围环境协调的结构。通过计算“角高度”，建筑师可以确保较高的建筑不会遮挡较小的建筑，从而在城市规划中保持美学平衡。此外，摄影师在构图时也利用“角高度”的概念。他们拍摄图像的角度会极大地影响最终效果，影响观众对主题的感知。一个关于“角高度”的实际例子可以在日落时观察到。当太阳逐渐向地平线下降时，它的“角高度”会降低。观察者可以通过注意太阳与熟悉的地标的位置来见证这一现象。“角高度”的变化提供了时间流逝的视觉提示，并可能引发与自然之美相关的情感反应。此外，“角高度”不仅限于自然现象；它在体育中也发挥着至关重要的作用。在篮球比赛中，例如，球员必须考虑他们投篮的“角高度”以成功得分。更高的投篮角度可以增加得分的机会，因为它使篮球更陡峭地下落到篮筐中。教练们常常强调在训练课程中理解“角高度”的重要性，以改善球员的投篮技巧。在教育环境中，教导学生关于“角高度”的知识可以增强他们对几何和三角学的理解。学生可以参与测量各种物体“角高度”的动手活动，使用量角器或倾斜仪等工具。这种实践方法不仅巩固了理论知识，还培养了批判性思维和解决问题的能力。总之，术语“角高度”概括了一个跨越多个学科的基本概念。无论是在天文学、建筑学、摄影、体育还是教育中，理解“角高度”对于做出明智的决策和实现预期结果至关重要。随着我们继续探索周围的世界，“角高度”的重要性无疑将成为我们理解空间关系和透视的关键要素。