parallels of the sphere

简明释义

球面平行圈

英英释义

例句

1.When studying geography, students learn about the parallels of the sphere to understand climate zones.

在学习地理时，学生们了解球面的平行线以理解气候带。

2.In cartography, the parallels of the sphere are crucial for creating accurate maps.

在制图学中，球面的平行线对制作准确地图至关重要。

3.The parallels of the sphere help navigators determine their position on the globe.

对于导航员来说，球面的平行线帮助他们确定自己在地球上的位置。

4.Astronomers use the concept of parallels of the sphere to map the night sky.

天文学家使用球面的平行线的概念来绘制夜空。

5.The concept of latitude is often explained using the parallels of the sphere, which are imaginary lines that run horizontally around the Earth.

纬度的概念通常用球面的平行线来解释，这些是围绕地球水平运行的虚拟线。

作文

The concept of parallels of the sphere refers to the imaginary lines that run parallel to the equator on a spherical surface, such as the Earth. These lines are essential for understanding geography and navigation, as they help define latitude. Each parallel of the sphere represents a specific degree of latitude, which is measured in degrees north or south of the equator. For instance, the equator itself is at 0 degrees latitude, while the North Pole is located at 90 degrees north and the South Pole at 90 degrees south. Understanding parallels of the sphere is crucial for various fields, including meteorology, oceanography, and even aviation. Meteorologists use these parallels to track weather patterns and climate zones across the globe. For example, the tropics, which lie between the Tropic of Cancer at 23.5 degrees north and the Tropic of Capricorn at 23.5 degrees south, are known for their warm climates and abundant rainfall. Similarly, the polar regions, located at the higher parallels of the sphere, experience extreme cold and unique ecosystems.In oceanography, the study of the oceans and their currents often involves understanding how the parallels of the sphere affect ocean circulation. The Coriolis effect, which is caused by the rotation of the Earth, influences ocean currents and wind patterns, creating distinct climate zones and weather systems. This knowledge is vital for predicting storms and understanding climate change impacts.Moreover, in aviation, pilots rely on parallels of the sphere for navigation. Modern aircraft use GPS technology to determine their position in relation to these parallels, allowing for precise routing and efficient travel. Understanding the layout of the Earth's parallels of the sphere enables pilots to avoid hazardous weather and optimize flight paths.Beyond practical applications, the parallels of the sphere have also inspired artists and philosophers throughout history. The representation of the Earth and its divisions has been a subject of fascination, leading to various interpretations in art and literature. For example, the idea of a spherical Earth has prompted discussions about perspective, balance, and the interconnectedness of all living beings.In conclusion, the parallels of the sphere are more than just lines on a map; they represent a fundamental aspect of our understanding of the world. From navigation and weather prediction to artistic expression, these parallels play a crucial role in shaping our perception of the Earth. As we continue to explore our planet and its complexities, the significance of the parallels of the sphere will undoubtedly remain a vital part of our global knowledge base.

“球体的平行线”这个概念是指在球面上，像地球这样的表面上与赤道平行的虚拟线。这些线对于理解地理和导航至关重要，因为它们帮助定义纬度。每个“球体的平行线”代表特定的纬度度数，纬度以赤道为基准向北或向南测量。例如，赤道本身位于0度纬度，而北极位于90度北，南极则位于90度南。理解“球体的平行线”对气象学、海洋学甚至航空等多个领域至关重要。气象学家利用这些平行线来追踪全球的天气模式和气候区。例如，位于北回归线23.5度北和南回归线23.5度南之间的热带地区，以其温暖的气候和丰富的降雨而闻名。类似地，位于较高“球体的平行线”的极地地区则经历极端寒冷和独特的生态系统。在海洋学中，研究海洋及其洋流通常涉及理解“球体的平行线”如何影响洋流循环。科里奥利效应是由地球自转引起的，它影响洋流和风向，创造出不同的气候区和天气系统。这些知识对于预测风暴和理解气候变化的影响至关重要。此外，在航空领域，飞行员依赖“球体的平行线”进行导航。现代飞机使用GPS技术来确定它们相对于这些平行线的位置，从而实现精确的航线规划和高效的旅行。理解地球的“球体的平行线”的布局使飞行员能够避开危险天气并优化航线。除了实际应用，“球体的平行线”还激发了历史上艺术家和哲学家的灵感。地球及其划分的表现一直是一个令人着迷的主题，导致在艺术和文学中产生多种解读。例如，球形地球的概念促使人们讨论视角、平衡以及所有生物之间的相互联系。总之，“球体的平行线”不仅仅是地图上的线条；它们代表了我们理解世界的基本方面。从导航和天气预测到艺术表现，这些平行线在塑造我们对地球的认知中发挥着至关重要的作用。随着我们继续探索我们的星球及其复杂性，“球体的平行线”的重要性无疑将继续成为我们全球知识体系的重要组成部分。