grid azimuth

简明释义

坐标方位角

英英释义

例句

1.The pilot used the grid azimuth 网格方位角 to align the aircraft with the runway.

飞行员使用网格方位角将飞机与跑道对齐。

2.In navigation, understanding the grid azimuth 网格方位角 is crucial for determining the correct course.

在导航中，理解网格方位角对于确定正确航向至关重要。

3.The surveyor calculated the grid azimuth 网格方位角 to ensure accurate mapping of the land.

测量员计算了网格方位角以确保土地的准确绘图。

4.The geologist recorded the grid azimuth 网格方位角 of rock formations for further study.

地质学家记录了岩层的网格方位角以供进一步研究。

5.Using a compass, the hiker adjusted their path based on the grid azimuth 网格方位角 provided by the map.

徒步旅行者根据地图提供的网格方位角调整了他们的路线。

作文

In the field of navigation and cartography, understanding various terms is crucial for effective communication and accurate interpretation of data. One such term is grid azimuth, which plays a significant role in determining direction on a map. The concept of grid azimuth refers to the angle measured from the north of a map grid to a line connecting a specific point to another point of interest. This measurement is typically expressed in degrees and is essential for precise navigation, especially in military operations and geological surveys. To grasp the importance of grid azimuth, it is helpful to consider its application in real-world scenarios. For instance, when a military unit is tasked with moving to a specific location, they must accurately calculate the grid azimuth to ensure they are heading in the correct direction. This involves using a map that contains a grid system, where each square is designated by coordinates. By determining the grid azimuth, soldiers can plot their course and navigate effectively, minimizing the risk of getting lost or encountering obstacles.Furthermore, grid azimuth is not only relevant in military contexts but also in various scientific fields. Geologists, for example, often utilize this concept while studying geological formations and conducting fieldwork. When mapping out rock layers or fault lines, understanding the grid azimuth allows geologists to communicate their findings accurately and collaborate with other professionals in the field. The calculation of grid azimuth can be done using simple trigonometric functions. By knowing the coordinates of two points, one can determine the angle between the north line and the line connecting these two points. This mathematical approach ensures that the grid azimuth is both reliable and repeatable, which is vital for any scientific or navigational endeavor.Moreover, the significance of grid azimuth extends to technology, particularly in the realm of GPS systems and digital mapping applications. Modern devices often incorporate grid systems that allow users to determine their position and orientation based on grid azimuth. This integration of technology enhances our ability to navigate and explore the world around us, making travel more efficient and enjoyable.In conclusion, the term grid azimuth encapsulates a critical aspect of navigation and mapping. Its relevance spans across various fields, from military operations to scientific research and technological advancements. By understanding and mastering the concept of grid azimuth, individuals can enhance their navigational skills and contribute to a more accurate representation of geographical data. As we continue to rely on maps and navigation systems in our daily lives, the importance of concepts like grid azimuth will remain paramount, guiding us through both familiar and uncharted territories.

在导航和制图领域，理解各种术语对于有效沟通和准确解释数据至关重要。其中一个术语是网格方位角，它在确定地图上的方向方面发挥着重要作用。网格方位角的概念是指从地图网格的北方到连接特定点与另一个感兴趣点的线的角度。这一测量通常以度数表示，对于精确导航至关重要，尤其是在军事行动和地质勘测中。为了掌握网格方位角的重要性，考虑其在现实场景中的应用是有帮助的。例如，当军队被指派移动到特定位置时，他们必须准确计算网格方位角以确保他们朝着正确的方向前进。这涉及使用包含网格系统的地图，其中每个方块都有坐标。通过确定网格方位角，士兵们可以绘制他们的路线并有效导航，从而最小化迷路或遇到障碍的风险。此外，网格方位角不仅在军事背景下相关，在多个科学领域也同样重要。例如，地质学家在研究地质构造和进行实地工作时，通常会利用这一概念。在绘制岩层或断层线时，了解网格方位角使地质学家能够准确传达他们的发现，并与该领域的其他专业人士合作。网格方位角的计算可以通过简单的三角函数来完成。通过知道两个点的坐标，可以确定北线与连接这两点的线之间的角度。这种数学方法确保了网格方位角既可靠又可重复，这对于任何科学或导航工作都是至关重要的。此外，网格方位角的重要性还扩展到技术领域，特别是在GPS系统和数字地图应用中。现代设备通常结合网格系统，使用户能够根据网格方位角确定自己的位置和方向。这种技术的整合增强了我们导航和探索周围世界的能力，使旅行更加高效和愉快。总之，术语网格方位角概括了导航和制图的一个关键方面。它的相关性跨越多个领域，从军事行动到科学研究再到技术进步。通过理解和掌握网格方位角的概念，个人可以提高他们的导航技能并为更准确的地理数据表示做出贡献。随着我们继续依赖地图和导航系统在日常生活中，像网格方位角这样的概念的重要性将始终存在，引导我们穿越熟悉和未知的领域。