increment of azimuth

简明释义

方位角的增量

英英释义

例句

1.In navigation, pilots often calculate the increment of azimuth to ensure accurate heading adjustments.

在导航中，飞行员通常计算方位角的增量以确保航向的准确调整。

2.The telescope can track celestial objects by adjusting the increment of azimuth to maintain alignment.

望远镜可以通过调整方位角的增量来跟踪天体，以保持对准。

3.To optimize the satellite dish signal, you need to find the correct increment of azimuth based on your location.

为了优化卫星天线信号，您需要根据您的位置找到正确的方位角的增量。

4.During the mapping process, the team documented each increment of azimuth for precise cartography.

在制图过程中，团队记录了每个方位角的增量以确保精确制图。

5.The surveyor adjusted the increment of azimuth to accurately measure the land boundaries.

测量员调整了方位角的增量以准确测量土地边界。

作文

In the realm of navigation and astronomy, understanding angles and their increments is crucial for accurate positioning and observation. One of the key concepts in this field is the increment of azimuth, which refers to the change in the angle measured from a reference direction, typically north, in a clockwise direction. This increment allows navigators and astronomers to determine their orientation relative to celestial bodies or geographical landmarks. To elaborate further, azimuth is defined as the angle between a reference plane and a line to a point of interest. It is measured in degrees, ranging from 0° to 360°. The increment of azimuth comes into play when one needs to adjust their position or direction based on observations. For instance, if a navigator is sailing and observes a star at an azimuth of 30°, and later finds it at 45°, the increment of azimuth is 15°. This change signifies that the navigator must alter their course to maintain the desired heading.In practical terms, the increment of azimuth can be applied in various scenarios. In aviation, pilots use azimuth readings to navigate through the skies. By understanding the increments, they can make precise adjustments to their flight path, ensuring they reach their destination without deviation. Similarly, in maritime navigation, sailors rely on the increment of azimuth to avoid obstacles and chart their courses accurately.Moreover, in the field of astronomy, the concept of increment of azimuth is vital for tracking celestial objects. Astronomers often record the positions of stars and planets by noting their azimuth angles at different times. The increments in these angles indicate the movement of the celestial bodies across the sky, allowing astronomers to predict their future positions. This is particularly important for observational astronomy, where timing can significantly affect the visibility of certain phenomena.Additionally, the increment of azimuth plays a role in land surveying and mapping. Surveyors utilize azimuth measurements to establish property boundaries and create accurate maps. By calculating the increments, they can determine the angles between various points, ensuring that their measurements are precise and reliable.In conclusion, the concept of increment of azimuth is integral to navigation, astronomy, and surveying. It provides a framework for understanding how angles change in relation to a fixed reference point. Whether one is piloting an aircraft, sailing a ship, or observing the night sky, grasping the significance of the increment of azimuth enhances accuracy and effectiveness in these fields. As technology continues to advance, the principles behind azimuth measurements remain foundational, underscoring the importance of this concept in our everyday lives.

在导航和天文学领域，理解角度及其增量对于准确定位和观察至关重要。这个领域的一个关键概念是方位增量，它指的是从参考方向（通常是北）顺时针测量的角度变化。这个增量使导航员和天文学家能够确定他们相对于天体或地理标志物的方向。进一步阐述，方位角被定义为参考平面与指向感兴趣点的线之间的角度。它以度为单位，范围从0°到360°。当需要根据观察调整位置或方向时，方位增量就发挥了作用。例如，如果一名导航员在航行中观察到某颗星星的方位角为30°，后来发现它在45°的位置，则方位增量为15°。这个变化表示导航员必须改变他们的航向，以保持所需的方向。在实际应用中，方位增量可以在各种场景中使用。在航空领域，飞行员利用方位读数在空中导航。通过理解增量，他们可以对飞行路径进行精确调整，确保安全到达目的地。同样，在海洋导航中，水手依靠方位增量来避免障碍物并准确规划航线。此外，在天文学领域，方位增量对于追踪天体至关重要。天文学家通常通过记录星星和行星的方位角在不同时间的位置。角度的增量指示了天体在天空中的运动，使天文学家能够预测它们未来的位置。这对于观测天文学尤其重要，因为时机可能会显著影响某些现象的可见性。此外，方位增量在土地测量和制图中也发挥着作用。测量师利用方位测量来建立财产边界并创建准确的地图。通过计算增量，他们可以确定各个点之间的角度，确保他们的测量精准可靠。总之，方位增量的概念对于导航、天文学和测量至关重要。它提供了一个框架，用于理解角度如何相对于固定参考点变化。无论是驾驶飞机、航行船只，还是观察夜空，掌握方位增量的重要性都能提高这些领域的准确性和有效性。随着技术的不断进步，方位测量背后的原理仍然是基础，突显了这一概念在我们日常生活中的重要性。