degree of azimuth

简明释义

方位角度数

英英释义

例句

1.During the survey, the engineer recorded the degree of azimuth (方位角度) for each landmark.

在测量过程中，工程师记录了每个地标的degree of azimuth (方位角度)。

2.The pilot communicated the degree of azimuth (方位角度) to the air traffic control for safe navigation.

飞行员向空中交通管制员传达了degree of azimuth (方位角度)以确保安全导航。

3.The navigator adjusted the compass to the correct degree of azimuth (方位角度) before setting sail.

导航员在起航前调整了指南针到正确的degree of azimuth (方位角度)。

4.In astronomy, the telescope must be aligned to the specific degree of azimuth (方位角度) to accurately track celestial objects.

在天文学中，望远镜必须对准特定的degree of azimuth (方位角度)以准确追踪天体。

5.To find the exact location, the GPS system uses the degree of azimuth (方位角度) in its calculations.

为了找到确切的位置，GPS系统在其计算中使用了degree of azimuth (方位角度)。

作文

Understanding the concept of degree of azimuth is crucial in various fields, including navigation, astronomy, and even photography. The term 'azimuth' refers to the angle between a reference direction (usually true north) and the line connecting an observer to a point of interest. This angular measurement is typically expressed in degrees, which is why we talk about the degree of azimuth. In practical terms, if you are standing at a specific location and want to find out where a particular star is located in the night sky, you would use the degree of azimuth to determine its position relative to your standing point.In navigation, sailors and pilots rely heavily on the degree of azimuth to chart their courses. For example, if a ship is sailing towards a destination that lies at an azimuth of 45 degrees, it means that the ship should head northeast. Similarly, in aviation, pilots use the degree of azimuth to maintain their flight path and ensure they are heading in the correct direction. The importance of this measurement cannot be overstated, as even a small error in the degree of azimuth can lead to significant deviations from the intended route.Astronomy also utilizes the degree of azimuth to locate celestial bodies. Astronomers often employ a coordinate system that includes both altitude and azimuth measurements to pinpoint stars, planets, and other astronomical objects. For instance, a star might be located at an altitude of 30 degrees and a degree of azimuth of 120 degrees, indicating it is positioned southeast in the sky. This system allows astronomers to communicate locations effectively and helps amateur stargazers find celestial objects more easily.In photography, especially landscape photography, understanding the degree of azimuth can aid photographers in capturing the best light during different times of the day. By knowing the sun’s azimuth, a photographer can plan their shots to take advantage of golden hour lighting, which occurs shortly after sunrise or before sunset. For example, if the sun's degree of azimuth is at 90 degrees, it will be positioned directly east, making it an ideal time for capturing soft, warm light illuminating the landscape.Furthermore, the degree of azimuth plays a significant role in surveying and mapping. Surveyors use this measurement to establish property boundaries and create accurate maps. By measuring the degree of azimuth from a known point to various landmarks, they can create detailed and precise representations of the land, which is essential for urban planning and development.In conclusion, the degree of azimuth is a fundamental concept that transcends multiple disciplines. Whether one is navigating the open seas, exploring the cosmos, capturing stunning photographs, or surveying land, understanding this measurement is invaluable. It provides a framework for orientation and direction, allowing individuals to achieve their goals with precision. As technology continues to advance, the applications of the degree of azimuth will likely expand, further enhancing our ability to navigate and understand the world around us.

理解方位角的度数的概念在导航、天文学甚至摄影等多个领域都是至关重要的。术语“方位角”指的是参考方向（通常是正北）与连接观察者和感兴趣点之间的直线之间的角度。这种角度测量通常以度数表示，这就是我们谈论方位角的度数的原因。在实际应用中，如果你站在特定位置并想要找出某颗星星在夜空中的位置，你将使用方位角的度数来确定它相对于你所在位置的方位。在导航中，水手和飞行员非常依赖于方位角的度数来规划他们的航线。例如，如果一艘船正在朝着一个位于45度方位的目的地航行，这意味着船应该朝东北方向前进。同样，在航空中，飞行员使用方位角的度数来保持飞行路径，并确保他们朝着正确的方向飞行。这个测量的重要性不容小觑，因为即使是方位角的度数的小误差也可能导致与预定航线的重大偏离。天文学也利用方位角的度数来定位天体。天文学家通常采用包括高度和方位角测量的坐标系统来精确定位星星、行星和其他天体。例如，一颗星星可能位于30度的高度和120度的方位角的度数，这表明它位于天空的东南方向。这个系统使天文学家能够有效沟通位置，并帮助业余天文爱好者更轻松地找到天体。在摄影中，特别是风景摄影，理解方位角的度数可以帮助摄影师在一天中的不同时间捕捉最佳光线。通过了解太阳的方位角，摄影师可以计划他们的拍摄，以利用黄金时刻的光线，这通常发生在日出后或日落前。例如，如果太阳的方位角的度数为90度，它将位于正东，这使其成为捕捉柔和、温暖光线照亮风景的理想时机。此外，方位角的度数在测量和制图中也起着重要作用。测量师使用这一测量来建立财产边界并制作准确的地图。通过从已知点测量到各种地标的方位角的度数，他们可以创建详细且精确的土地表示，这对城市规划和开发至关重要。总之，方位角的度数是一个基本概念，跨越多个学科。无论是在开放海域导航、探索宇宙、拍摄惊艳照片还是测量土地，理解这一测量都是无价的。它提供了一个方向和方位的框架，使个人能够精确地实现他们的目标。随着技术的不断进步，方位角的度数的应用将可能扩展，进一步增强我们导航和理解周围世界的能力。