azimuth elevation

简明释义

1. 方位高程; 2. 方位高度;

英英释义

例句

1.The drone's flight path was programmed using azimuth elevation 方位角高度 to ensure it covered the entire area.

无人机的飞行路径是通过使用azimuth elevation 方位角高度进行编程的，以确保覆盖整个区域。

2.The telescope was adjusted to the correct azimuth elevation 方位角高度 to track the comet's path across the sky.

望远镜被调整到正确的azimuth elevation 方位角高度，以追踪彗星在天空中的轨迹。

3.The satellite dish needs to be aligned at a specific azimuth elevation 方位角高度 for optimal signal reception.

卫星天线需要在特定的azimuth elevation 方位角高度上对准，以获得最佳信号接收。

4.Astronomers use azimuth elevation 方位角高度 coordinates to locate stars and planets in the night sky.

天文学家使用azimuth elevation 方位角高度坐标来定位夜空中的星星和行星。

5.In GPS technology, knowing the azimuth elevation 方位角高度 helps in accurately determining your location.

在GPS技术中，了解azimuth elevation 方位角高度有助于准确确定您的位置。

作文

Understanding the concepts of azimuth elevation is crucial for anyone involved in fields such as astronomy, navigation, and even photography. The term azimuth elevation refers to two angles that describe the position of an object in the sky relative to an observer's location. The azimuth is the angle measured clockwise from the north point on the horizon to the point directly below the object, while the elevation is the angle measured from the horizon up to the object itself. Together, these two measurements allow us to pinpoint the location of celestial bodies or other objects in three-dimensional space.In astronomy, for instance, understanding azimuth elevation is essential for stargazing and locating stars and planets. When using a telescope, astronomers often rely on these coordinates to find specific celestial objects. For example, if someone wants to observe the planet Jupiter, they would need to know its azimuth elevation at a given time. This information can typically be found in star charts or astronomical software, which provide data about the positions of various celestial bodies throughout the night.Similarly, in navigation, sailors and pilots use azimuth elevation to determine their course and position relative to landmarks or celestial navigational aids. By measuring the azimuth of a known point, such as a lighthouse or a star, they can establish their heading and make necessary adjustments to their route. The elevation angle helps them understand how high or low the object is in the sky, which can also affect visibility and safety during travel.In photography, particularly in landscape and astrophotography, understanding azimuth elevation can help photographers capture stunning images of the night sky. By knowing the azimuth and elevation of the Milky Way or other celestial events, photographers can plan their shoots more effectively. For example, if a photographer wants to capture the Milky Way, they must consider the time of year and the specific azimuth elevation of the galaxy to ensure it is visible in their frame.The importance of azimuth elevation extends beyond just scientific applications; it also plays a role in everyday technology. For instance, GPS systems utilize similar principles to provide accurate location data. The satellites that communicate with our devices are positioned based on azimuth elevation coordinates, allowing for precise navigation and mapping services.In conclusion, mastering the concept of azimuth elevation opens doors to a deeper understanding of our universe and enhances our ability to navigate both the skies and our world. Whether you are an aspiring astronomer, a seasoned sailor, or a passionate photographer, the knowledge of azimuth elevation will undoubtedly enrich your experiences and improve your skills. As we continue to explore the cosmos and our own planet, the significance of these two angles remains ever relevant, reminding us of the intricate relationship between observation and understanding in our quest for knowledge.

理解和掌握方位角与仰角的概念对于任何从事天文学、导航甚至摄影等领域的人来说都是至关重要的。术语方位角与仰角指的是描述物体在天空中相对于观察者位置的两个角度。方位角是从地平线北点顺时针测量到物体正下方点的角度，而仰角是从地平线向上测量到物体本身的角度。这两个测量值结合在一起，使我们能够准确定位天体或其他物体在三维空间中的位置。例如，在天文学中，理解方位角与仰角对于观星和定位星星及行星至关重要。当使用望远镜时，天文学家通常依赖这些坐标来寻找特定的天体。例如，如果某人想观察木星，他们需要知道在给定时间的方位角与仰角。这些信息通常可以在星图或天文软件中找到，这些工具提供关于各种天体在夜空中的位置的数据。同样，在导航中，水手和飞行员使用方位角与仰角来确定他们相对于地标或天文导航辅助设备的航向和位置。通过测量已知点的方位角，例如灯塔或星星，他们可以确定航向并进行必要的调整。仰角帮助他们了解物体在天空中的高度，这也会影响旅行过程中的能见度和安全性。在摄影中，尤其是在风景和天文摄影中，理解方位角与仰角可以帮助摄影师捕捉夜空的壮丽图像。通过了解银河系或其他天体现象的方位角与仰角，摄影师可以更有效地规划拍摄。例如，如果一位摄影师想要拍摄银河系，他们必须考虑年份和银河系的具体方位角与仰角，以确保它在他们的画框内可见。方位角与仰角的重要性不仅限于科学应用；它在日常技术中也发挥着作用。例如，GPS系统利用类似的原理提供准确的位置数据。与我们的设备通信的卫星是基于方位角与仰角坐标定位的，从而实现精确的导航和制图服务。总之，掌握方位角与仰角的概念为我们深入理解宇宙打开了大门，并增强了我们在天空和世界中导航的能力。无论你是一个有抱负的天文学家、经验丰富的水手还是热情的摄影师，了解方位角与仰角无疑会丰富你的经历，提高你的技能。随着我们继续探索宇宙和我们自己的星球，这两个角度的重要性依然相关，提醒我们在追求知识的过程中观察与理解之间的复杂关系。