angle at pole

简明释义

极角

英英释义

例句

1.In navigation, understanding the angle at pole can improve route planning.

在导航中，理解极点的角度可以改善路线规划。

2.The geographer noted the angle at pole to determine the Earth's tilt.

地理学家注意到极点的角度以确定地球的倾斜度。

3.The scientist adjusted the telescope based on the angle at pole for accurate measurements.

科学家根据极点的角度调整望远镜以获得准确的测量。

4.The angle at pole is crucial for calculating solar energy potential in polar regions.

对于计算极地地区的太阳能潜力，极点的角度至关重要。

5.During our astronomy class, we learned how the angle at pole affects star visibility.

在我们的天文学课上，我们了解到极点的角度如何影响星星的可见性。

作文

In mathematics and physics, angles are fundamental concepts that help us understand the relationships between different lines and planes. One specific term that often comes up in discussions about geometry is the angle at pole. This term refers to the angle formed at the poles of a geometrical figure, particularly when considering spherical shapes. To elaborate, let’s consider the Earth as an example. The poles of the Earth are the North and South Poles, and they play a crucial role in various calculations involving angles, such as latitude and longitude. When we talk about the angle at pole, we are usually referring to the angle created by lines drawn from the poles to points on the surface of a sphere. This is particularly important in fields like navigation and astronomy, where understanding the position of celestial bodies relative to the Earth is essential. For instance, sailors have historically relied on the angles measured at the poles to navigate across vast oceans. By calculating the angle at pole, they could determine their latitude and adjust their course accordingly.Moreover, in the context of spherical trigonometry, the angle at pole can be used to derive various trigonometric identities and solve complex problems involving spherical triangles. In these triangles, the angles at the poles can provide vital information about the relationships between the sides and angles of the triangle. This has significant applications in fields like geodesy, which involves measuring and understanding the Earth’s geometric shape, orientation in space, and gravitational field.Additionally, the concept of the angle at pole extends beyond just theoretical applications; it also has practical implications in modern technology. For example, GPS systems rely heavily on precise calculations involving angles to provide accurate positioning. The angle at pole plays a key role in determining the location of satellites in relation to the Earth’s surface, ensuring that users receive accurate information about their location.In conclusion, the angle at pole is a significant concept in both theoretical and practical aspects of geometry and navigation. Understanding this term not only enhances our comprehension of mathematical principles but also illustrates how these principles apply to real-world situations. Whether it is through sailing across the ocean or utilizing GPS technology, the angle at pole remains an essential element in our understanding of spatial relationships on Earth and beyond.

在数学和物理中，角度是帮助我们理解不同线条和平面之间关系的基本概念。一个常常在几何讨论中出现的特定术语是pole上的角度。这个术语指的是在几何图形的极点形成的角度，特别是在考虑球形时。为了详细说明，让我们以地球为例。地球的极点是北极和南极，它们在涉及角度的各种计算中发挥着至关重要的作用，例如纬度和经度。当我们谈论pole上的角度时，我们通常指的是从极点到球体表面某一点绘制的线条所形成的角度。这在航海和天文学等领域尤为重要，因为了解天体相对于地球的位置至关重要。例如，水手在历史上依靠在极点测量的角度来跨越广阔的海洋进行导航。通过计算pole上的角度，他们可以确定自己的纬度，并相应地调整航向。此外，在球面三角学的背景下，pole上的角度可用于推导各种三角恒等式并解决涉及球面三角形的复杂问题。在这些三角形中，极点的角度可以提供关于三角形的边和角之间关系的重要信息。这在大地测量等领域具有重要应用，大地测量涉及测量和理解地球的几何形状、空间方向和重力场。此外，pole上的角度的概念不仅限于理论应用；它在现代技术中也有实际意义。例如，GPS系统在提供准确定位方面严重依赖于涉及角度的精确计算。pole上的角度在确定卫星与地球表面位置的关系中起着关键作用，确保用户获得有关其位置的准确信息。总之，pole上的角度是几何和导航的理论和实践方面的重要概念。理解这个术语不仅增强了我们对数学原理的理解，还说明了这些原理如何应用于现实世界的情况。无论是通过横渡海洋还是利用GPS技术，pole上的角度始终是我们理解地球及其以外空间关系的基本要素。