bearing angle

简明释义

方位角(从北点0°至360°

英英释义

例句

1.The surveyor used a theodolite to measure the bearing angle 方位角 of the property lines.

测量员使用经纬仪测量了地产边界的bearing angle 方位角。

2.The pilot adjusted the aircraft's course based on the new bearing angle 方位角 provided by the air traffic control.

飞行员根据空中交通管制提供的新bearing angle 方位角 调整了飞机的航向。

3.During the sailing trip, we had to calculate the bearing angle 方位角 to navigate through the narrow channel.

在航海旅行中，我们必须计算bearing angle 方位角以便通过狭窄的水道。

4.In navigation, knowing the bearing angle 方位角 is essential for reaching your destination accurately.

在导航中，了解bearing angle 方位角对准确到达目的地至关重要。

5.The marine chart indicated a bearing angle 方位角 of 45 degrees for the next waypoint.

海洋图表显示下一个航路点的bearing angle 方位角为45度。

作文

In the world of navigation and geography, understanding the concept of bearing angle is crucial for accurate positioning and direction finding. The term bearing angle refers to the angle between a reference direction—usually north—and the line connecting an observer to a target point. This measurement is essential for various applications, including maritime navigation, aviation, and even land surveying.To illustrate the importance of bearing angle, consider a sailor navigating through open waters. The sailor must determine the direction of their destination relative to their current position. By measuring the bearing angle from their location to the destination, they can plot a course that ensures they arrive safely and efficiently. Without this measurement, the sailor risks becoming lost or veering off course, which could lead to dangerous situations at sea.Similarly, in aviation, pilots rely heavily on bearing angle to maintain their flight paths. Air traffic controllers provide pilots with specific bearing angles to follow, ensuring that they remain on the correct route and avoid potential collisions with other aircraft. The precision of these angles is vital, as even a small deviation can result in significant changes in the flight path over long distances.Land surveying also utilizes the concept of bearing angle. Surveyors measure angles between known points to create accurate maps and property boundaries. By calculating the bearing angles between various landmarks, they can determine the precise location of a property line or the layout of a construction site. This information is essential for urban planning, real estate development, and maintaining legal property boundaries.Understanding bearing angle also has practical applications in everyday life. For instance, when hiking in unfamiliar terrain, a person may use a compass to find their way. By determining the bearing angle to a specific landmark, such as a mountain peak or a river, hikers can navigate more effectively and avoid getting lost.Moreover, the concept of bearing angle extends beyond physical navigation. In fields like robotics and artificial intelligence, algorithms often incorporate bearing angles to help machines understand their orientation and movement in relation to their environment. This technology is increasingly important in developing autonomous vehicles, drones, and other robotic systems.In conclusion, the significance of bearing angle cannot be overstated. It serves as a fundamental element in navigation across various domains, including maritime, aviation, and land surveying. Its applications in everyday life further highlight its importance, as individuals utilize bearing angles to orient themselves in unfamiliar places. As technology continues to advance, the role of bearing angle will likely expand, integrating into new fields and enhancing our ability to navigate the world around us.

在导航和地理学的世界中，理解方位角的概念对于准确定位和方向寻找至关重要。术语方位角指的是参考方向（通常是北方）与连接观察者和目标点之间的线之间的角度。这一测量在各种应用中都是必不可少的，包括海洋导航、航空以及土地测量。为了说明方位角的重要性，可以考虑一名在开阔水域航行的水手。水手必须确定目的地相对于当前位置的方向。通过测量从他们的位置到目的地的方位角，他们可以绘制出确保安全高效到达的航线。如果没有这一测量，水手就有可能迷失方向或偏离航道，这可能导致在海上出现危险情况。同样，在航空领域，飞行员也非常依赖于方位角来维持飞行路径。空中交通管制员会向飞行员提供特定的方位角以遵循，从而确保他们保持在正确的航线上，避免与其他飞机发生潜在碰撞。这些角度的精确性至关重要，因为即使是微小的偏差，在长距离飞行中也会导致航线的显著变化。土地测量也利用了方位角的概念。测量员测量已知点之间的角度，以创建准确的地图和财产边界。通过计算各种地标之间的方位角，他们可以确定财产边界或建筑工地的精确位置。这些信息对于城市规划、房地产开发和维护法律财产边界至关重要。理解方位角在日常生活中也有实际应用。例如，当在不熟悉的地形中徒步旅行时，人们可能会使用指南针找到方向。通过确定到特定地标（如山峰或河流）的方位角，徒步旅行者可以更有效地导航，避免迷路。此外，方位角的概念超出了物理导航。在机器人技术和人工智能等领域，算法通常会结合方位角，帮助机器理解其在环境中的方向和运动。这项技术在开发自动驾驶汽车、无人机和其他机器人系统中越来越重要。总之，方位角的重要性不容小觑。它作为导航的基本元素，广泛应用于海洋、航空和土地测量等各个领域。它在日常生活中的应用进一步凸显了其重要性，因为个人利用方位角在陌生地方进行定位。随着技术的不断进步，方位角的作用可能会进一步扩大，融入新领域，增强我们在周围世界中的导航能力。