calculated azimuth

简明释义

计算方位角

英英释义

例句

1.The surveyor used GPS technology to find the calculated azimuth (计算方位角) for the property boundaries.

测量员使用GPS技术找到了财产边界的计算方位角(计算方位角)。

2.Using a compass, the hiker determined the calculated azimuth (计算方位角) towards the mountain peak.

徒步旅行者使用指南针确定了通往山峰的计算方位角(计算方位角)。

3.The pilot adjusted the flight path based on the calculated azimuth (计算方位角) to ensure a smooth landing.

飞行员根据< span>计算方位角(计算方位角)调整了飞行路径，以确保平稳着陆。

4.In astronomy, the calculated azimuth (计算方位角) helps astronomers locate stars in the night sky.

在天文学中，计算方位角(计算方位角)帮助天文学家定位夜空中的星星。

5.The engineer provided the calculated azimuth (计算方位角) for the solar panel installation to maximize sunlight exposure.

工程师提供了太阳能电池板安装的计算方位角(计算方位角)，以最大化阳光照射。

作文

In the realm of navigation and astronomy, the term calculated azimuth refers to the angle between a reference direction (usually true north) and the direction to a specific point or object. This concept is crucial for various applications, including map reading, celestial navigation, and even in modern technologies such as GPS. Understanding calculated azimuth can significantly enhance one’s ability to navigate effectively in both terrestrial and celestial contexts.To begin with, let’s explore the fundamental principles behind calculated azimuth. Azimuth is measured in degrees, with 0° representing true north. As you move clockwise around the compass, the angles increase, reaching 90° at east, 180° at south, and 270° at west. For example, if you are standing at a specific location and want to determine the azimuth to a distant mountain peak, you would first identify your position and then measure the angle from true north to that peak. This angle, which could be, say, 45°, represents the calculated azimuth to the mountain.The importance of calculated azimuth extends beyond simple navigation. In astronomy, it is used to locate celestial bodies in the night sky. Astronomers often refer to the azimuth when they describe the position of stars and planets. For instance, if an astronomer states that a particular star has a calculated azimuth of 135°, it means that the star is located southeast of the observer’s position. This information is vital for stargazers and researchers alike, as it allows them to pinpoint the location of celestial objects accurately.Moreover, the concept of calculated azimuth is not limited to traditional navigation methods; it plays a significant role in modern technology. Global Positioning Systems (GPS) rely on precise calculations of azimuth to provide accurate directions and positioning information. When you input a destination into a GPS device, it calculates the calculated azimuth to guide you along the best route. This application illustrates how ancient navigational principles have been integrated into contemporary technology, making navigation more accessible than ever.In practical terms, calculating the azimuth can be done using various tools and methods. A compass is the most straightforward instrument, allowing users to find their direction relative to magnetic north. However, it is essential to adjust for magnetic declination, which is the difference between magnetic north and true north, to obtain an accurate calculated azimuth. Additionally, modern smartphones equipped with compass apps can simplify this process, providing real-time azimuth readings based on the user’s location.In conclusion, the concept of calculated azimuth is integral to navigation, astronomy, and modern technology. By understanding how to determine and apply azimuth, individuals can enhance their navigational skills and appreciate the intricacies of celestial positioning. Whether one is exploring the great outdoors or stargazing on a clear night, the ability to calculate and utilize azimuth will undoubtedly enrich the experience. As we continue to advance technologically, the foundational principles of navigation like calculated azimuth remain relevant, bridging the gap between the past and the future of exploration.

在导航和天文学领域，术语计算方位角指的是参考方向（通常是正北）与特定点或物体之间的角度。这个概念对于各种应用至关重要，包括地图阅读、天体导航，甚至现代技术如GPS。理解计算方位角可以显著提高一个人在陆地和天体环境中的有效导航能力。首先，让我们探讨一下计算方位角背后的基本原理。方位角以度数为单位测量，0°表示正北。当你顺时针移动时，角度增加，在东面达到90°，南面为180°，西面为270°。例如，如果你站在一个特定地点并想要确定到远处山峰的方位角，你需要首先确定你的位置，然后测量从正北到该山峰的角度。这个角度，比如说45°，就是到山峰的计算方位角。计算方位角的重要性不仅限于简单的导航。在天文学中，它被用于定位夜空中的天体。天文学家在描述星星和行星的位置时，常常提到方位角。例如，如果一位天文学家表示某颗星星的计算方位角为135°，这意味着该星星位于观察者位置的东南方向。这些信息对观星者和研究人员来说至关重要，因为它使他们能够准确地定位天体。此外，计算方位角的概念并不限于传统的导航方法；它在现代技术中也扮演着重要角色。全球定位系统（GPS）依赖于精确的方位角计算来提供准确的方向和定位信息。当你在GPS设备中输入目的地时，它会计算出计算方位角以引导你沿最佳路线行驶。这一应用展示了古老导航原则如何融入当代技术，使导航变得比以往任何时候都更加便捷。在实际操作中，可以使用各种工具和方法来计算方位角。指南针是最简单的工具，允许用户找到相对于磁北的方向。然而，必须调整磁偏角，即磁北和真北之间的差异，以获得准确的计算方位角。此外，现代智能手机配备的指南针应用程序可以简化这一过程，提供基于用户位置的实时方位角读数。总之，计算方位角的概念对于导航、天文学和现代技术至关重要。通过理解如何确定和应用方位角，个人可以提高他们的导航技能，并欣赏天体定位的复杂性。无论是在户外探险还是在晴朗的夜晚观星，计算和利用方位角的能力无疑会丰富体验。随着我们技术的不断进步，像计算方位角这样的导航基础原则依然相关，架起了探索过去与未来之间的桥梁。