computed azimuth angle

简明释义

计算方位角

英英释义

例句

1.The drone's navigation system relies on the computed azimuth angle 计算的方位角 to maintain its flight path.

无人机的导航系统依赖于计算的方位角 computed azimuth angle 来保持飞行路径。

2.The pilot used the computed azimuth angle 计算的方位角 to navigate through the storm safely.

飞行员使用计算的方位角 computed azimuth angle 安全地穿越风暴。

3.The computed azimuth angle 计算的方位角 is crucial for aligning telescopes with celestial bodies.

对于将望远镜对准天体，计算的方位角 computed azimuth angle 是至关重要的。

4.To accurately point the satellite dish, we need the computed azimuth angle 计算的方位角 based on our geographical location.

为了准确指向卫星天线，我们需要根据我们的地理位置计算的计算的方位角 computed azimuth angle。

5.In our mapping software, the computed azimuth angle 计算的方位角 helps in determining the direction of travel.

在我们的制图软件中，计算的方位角 computed azimuth angle 有助于确定行进方向。

作文

In the field of navigation and astronomy, the term computed azimuth angle plays a crucial role in determining the position of celestial bodies and the orientation of various instruments. The computed azimuth angle is defined as the angle between a reference direction (usually true north) and the direction to an object, measured in the horizontal plane. This concept is vital for pilots, sailors, and astronomers who rely on precise measurements to navigate or observe the night sky. To better understand the significance of the computed azimuth angle, let us consider its application in astronomy. When astronomers wish to locate a star or planet in the sky, they must know its position relative to the observer's location. By calculating the computed azimuth angle, astronomers can determine the exact direction in which to look. This calculation involves using a variety of data, including the observer's latitude and longitude, the time of observation, and the celestial object's coordinates. For instance, if an astronomer wants to observe a specific star, they first gather the necessary information about the star's celestial coordinates. Using these coordinates along with their location on Earth, they can compute the computed azimuth angle to find the direction in which to point their telescope. This process is not only essential for amateur stargazers but also for professional astronomers who conduct research and gather data about the universe.Similarly, in navigation, the computed azimuth angle is critical for determining a ship's course. Navigators use this angle to plot their path accurately and ensure they reach their destination safely. By understanding the computed azimuth angle, they can adjust their heading based on wind, currents, and other environmental factors that may affect their journey. This ability to calculate and interpret the computed azimuth angle allows navigators to make informed decisions and avoid potential hazards at sea.Moreover, the computed azimuth angle is also utilized in various technological applications, such as satellite communications and GPS systems. These technologies rely on precise positioning and orientation to function effectively. For example, GPS devices calculate the user's location by triangulating signals from multiple satellites, which involves computing the computed azimuth angle relative to each satellite's position. Without accurate calculations of this angle, the GPS system would be unable to provide reliable location data.In conclusion, the computed azimuth angle is a fundamental concept that underpins various fields, including astronomy, navigation, and technology. Its importance cannot be overstated, as it enables individuals and systems to accurately determine directions and positions. By mastering the principles behind the computed azimuth angle, one can enhance their understanding of the world around them and improve their skills in navigation and observation. Whether you are an aspiring astronomer, a sailor, or simply someone interested in the mechanics of navigation, grasping the concept of the computed azimuth angle will undoubtedly enrich your experience and knowledge in these areas.

在导航和天文学领域，术语计算的方位角在确定天体的位置和各种仪器的方向方面发挥着至关重要的作用。计算的方位角被定义为参考方向（通常是正北）与物体之间的方向在水平面上测量的角度。这个概念对于依赖精确测量进行导航或观察夜空的飞行员、航海者和天文学家来说是至关重要的。为了更好地理解计算的方位角的重要性，让我们考虑它在天文学中的应用。当天文学家希望在天空中定位一颗星星或行星时，他们必须知道其相对于观察者位置的方位。通过计算计算的方位角，天文学家可以确定准确的观察方向。这个计算涉及使用多种数据，包括观察者的纬度和经度、观察时间以及天体的坐标。例如，如果一位天文学家想要观察特定的星星，他们首先收集有关该星星天体坐标的必要信息。利用这些坐标以及他们在地球上的位置，他们可以计算出计算的方位角，以找到指向望远镜的方向。这个过程不仅对业余观星者至关重要，而且对进行研究和收集宇宙数据的专业天文学家也同样重要。同样，在导航中，计算的方位角对于确定船只航向至关重要。导航员使用这个角度来准确绘制航线，确保安全到达目的地。通过理解计算的方位角，他们可以根据风、洋流和其他可能影响航程的环境因素调整航向。这种计算和解释计算的方位角的能力使导航员能够做出明智的决策，避免在海上遇到潜在的危险。此外，计算的方位角还被广泛应用于各种技术应用中，例如卫星通信和GPS系统。这些技术依赖于精确的定位和方向，以有效运作。例如，GPS设备通过三角定位来自多个卫星的信号来计算用户的位置，这涉及到相对于每个卫星位置计算计算的方位角。如果没有对这个角度的准确计算，GPS系统将无法提供可靠的位置数据。总之，计算的方位角是一个基础概念，支撑着包括天文学、导航和技术等多个领域。它的重要性不容低估，因为它使个人和系统能够准确确定方向和位置。掌握计算的方位角背后的原理，可以增强人们对周围世界的理解，提高他们在导航和观察方面的技能。无论你是一个有抱负的天文学家、航海者，还是只是对导航机制感兴趣的人，掌握计算的方位角的概念无疑会丰富你在这些领域的体验和知识。