azimuth angle

简明释义

方位角

英英释义

例句

1.When setting up a solar panel, you should adjust the azimuth angle（方位角） for maximum sunlight exposure.

在安装太阳能电池板时，您应调整azimuth angle（方位角）以获得最大阳光照射。

2.In navigation, the azimuth angle（方位角） helps determine the direction to travel.

在导航中，azimuth angle（方位角）有助于确定行进的方向。

3.The surveyor measured the azimuth angle（方位角） to establish property boundaries.

测量员测量了azimuth angle（方位角）以确定财产边界。

4.The satellite's position was determined using the azimuth angle（方位角） and elevation data.

卫星的位置是通过使用azimuth angle（方位角）和高度数据确定的。

5.To accurately aim the telescope, we need to calculate the azimuth angle（方位角） of the star.

为了准确瞄准望远镜，我们需要计算星星的azimuth angle（方位角）。

作文

Understanding the concept of the azimuth angle is essential in various fields such as astronomy, navigation, and even photography. The term azimuth angle refers to the angle between a reference direction (usually true north) and the direction to an object, measured clockwise from the reference direction. This measurement is typically expressed in degrees, ranging from 0° to 360°. For instance, if an observer is facing north and they want to determine the angle to a star located directly east, they would measure a azimuth angle of 90°. Conversely, if the star were located to the southwest, the azimuth angle would be around 225°.In astronomy, the azimuth angle is crucial for locating celestial objects. Astronomers use this angle in conjunction with altitude, which measures how high an object is in the sky. By knowing both the azimuth angle and altitude, one can pinpoint the exact location of stars, planets, and other celestial phenomena. This is particularly important when using telescopes, as aligning the telescope correctly requires precise measurements of these angles.In navigation, the azimuth angle plays a vital role in determining a ship or aircraft's heading. Navigators often use a compass to find their azimuth angle, which helps them chart a course across open waters or through the skies. For example, if a pilot needs to fly towards a specific waypoint, they must calculate the azimuth angle based on their current position and the desired destination. This calculation ensures that they maintain the correct trajectory, avoiding obstacles and ensuring a safe journey.Photography also benefits from understanding the azimuth angle, particularly in landscape photography. Photographers often plan their shots based on the position of the sun, which changes throughout the day. By knowing the azimuth angle of the sun at different times, photographers can determine the best time to capture images with optimal lighting. For example, during sunrise and sunset, the azimuth angle gives photographers insight into where the sun will be located in relation to their subject, allowing them to create stunning compositions.Moreover, the azimuth angle is not only limited to natural phenomena but also applies to man-made structures. In architecture and urban planning, understanding the azimuth angle can help in designing buildings that maximize natural light and minimize energy consumption. By orienting buildings based on the sun's azimuth angle, architects can create spaces that are more comfortable and sustainable.In conclusion, the azimuth angle is a fundamental concept that transcends multiple disciplines. Whether you are an astronomer observing the night sky, a navigator charting a course, a photographer seeking the perfect shot, or an architect designing energy-efficient buildings, understanding the azimuth angle is crucial. Mastering this concept allows individuals to make informed decisions based on precise measurements, ultimately enhancing their work and contributing to their respective fields. As technology continues to evolve, the applications of the azimuth angle will likely expand, further emphasizing its importance in our daily lives.

理解方位角的概念在天文学、导航甚至摄影等多个领域中至关重要。术语方位角指的是参考方向（通常是正北）与一个物体之间的角度，从参考方向顺时针测量。这个测量通常以度数表示，范围从0°到360°。例如，如果观察者面朝北，他们想要确定指向一个正东星星的角度，他们会测量出一个方位角为90°。相反，如果星星位于西南方向，方位角大约为225°。在天文学中，方位角对于定位天体至关重要。天文学家使用这个角度与高度结合来测量物体在天空中的高度。通过知道方位角和高度，可以准确地确定恒星、行星和其他天体的确切位置。这在使用望远镜时尤为重要，因为正确对准望远镜需要精确的角度测量。在导航中，方位角在确定船只或飞机的航向方面发挥着重要作用。导航员通常使用指南针来找到他们的方位角，这有助于他们在开阔水域或空中绘制航线。例如，如果飞行员需要朝向特定航点飞行，他们必须根据当前位置和目标目的地计算方位角。这个计算确保他们保持正确的航向，避免障碍物，确保安全旅行。摄影同样受益于理解方位角，特别是在风景摄影中。摄影师通常根据太阳的位置来规划拍摄，这个位置在一天中不断变化。通过了解不同时间的方位角，摄影师可以确定拍摄图像的最佳时机，以获得最佳光线。例如，在日出和日落期间，方位角为摄影师提供了关于太阳相对于其主题的位置的洞察，使他们能够创造出惊艳的构图。此外，方位角不仅限于自然现象，还适用于人造结构。在建筑和城市规划中，理解方位角可以帮助设计最大化自然光并最小化能耗的建筑。通过根据太阳的方位角定向建筑，建筑师可以创造出更舒适和可持续的空间。总之，方位角是一个基本概念，它跨越多个学科。无论你是观察夜空的天文学家、绘制航线的导航员、寻找完美拍摄的摄影师，还是设计节能建筑的建筑师，理解方位角都是至关重要的。掌握这个概念使个人能够根据精确的测量做出明智的决定，最终提升他们的工作并为各自的领域做出贡献。随着技术的不断发展，方位角的应用可能会进一步扩展，进一步强调其在我们日常生活中的重要性。