parallels of the sphere

简明释义

平行圈

英英释义

例句

1.Understanding the parallels of the sphere (球面的纬线) is essential for meteorology.

理解球面的纬线对于气象学是必不可少的。

2.The parallels of the sphere (球面的纬线) are marked on globes to indicate different latitudes.

球面的纬线在地球仪上标出，以指示不同的纬度。

3.The concept of parallels of the sphere (球面的纬线) helps us understand how latitude affects climate.

球面的纬线的概念帮助我们理解纬度如何影响气候。

4.Navigators use the parallels of the sphere (球面的纬线) to chart their courses across the ocean.

航海者使用球面的纬线来绘制他们的航线。

5.In geography, the parallels of the sphere (球面的纬线) are crucial for defining regions.

在地理学中，球面的纬线对于定义区域至关重要。

作文

The concept of parallels of the sphere is deeply rooted in both geometry and geography. To understand this idea, one must first grasp the basic principles of spherical geometry. In essence, a sphere is a perfectly symmetrical object where every point on its surface is equidistant from its center. This fundamental property gives rise to the notion of parallels of the sphere, which are akin to lines of latitude on Earth. Just as lines of latitude run parallel to each other around the globe, parallels of the sphere represent circles that maintain a constant distance from the equator, extending from the North Pole to the South Pole.In geography, the parallels of the sphere are crucial for navigation and understanding the Earth's climate zones. For instance, the equator, which is the most prominent of these parallels, divides the Earth into the Northern and Southern Hemispheres. It is located at 0 degrees latitude and serves as a reference point for measuring latitude north and south. As one moves away from the equator toward the poles, the parallels of the sphere become smaller in circumference. This phenomenon illustrates how the curvature of the Earth affects our perception of distance and space.Moreover, the parallels of the sphere play a significant role in various fields such as meteorology, astronomy, and even aviation. For example, meteorologists rely on these lines to analyze weather patterns and climate changes across different regions. By studying how temperature and precipitation vary along the parallels of the sphere, scientists can make informed predictions about weather phenomena.In astronomy, the concept of parallels of the sphere extends beyond Earth. Celestial spheres, which are imaginary spheres surrounding celestial bodies, also have parallels that help astronomers locate stars and planets in the night sky. These parallels assist in mapping the heavens, allowing for a better understanding of our universe.In education, teaching students about the parallels of the sphere can enhance their spatial reasoning and critical thinking skills. By engaging with maps and globes, learners can visualize how these parallels function and relate to real-world applications. Activities such as creating models of the Earth or using technology like Google Earth can make this learning experience interactive and enjoyable.In conclusion, the parallels of the sphere are more than just theoretical constructs; they are essential tools for navigation, climate science, and astronomical observations. Understanding this concept enriches our knowledge of the world and the universe we inhabit. Whether in classrooms or research laboratories, the significance of parallels of the sphere continues to resonate across various disciplines, demonstrating the interconnectedness of mathematics, science, and geography. As we explore these parallels, we gain not only a deeper appreciation for our planet but also insight into the broader cosmos that surrounds us.

“球体的平行线”这一概念深深植根于几何学和地理学中。要理解这个概念，首先必须掌握球面几何的基本原理。本质上，球体是一个完全对称的物体，其表面上的每一点都与其中心等距。这一基本特性导致了“球体的平行线”的概念，这类似于地球上的纬线。就像纬线在地球周围平行运行一样，“球体的平行线”代表着与赤道保持恒定距离的圆圈，从北极延伸到南极。在地理学中，“球体的平行线”对于导航和理解地球的气候带至关重要。例如，赤道是这些平行线中最显著的一条，它将地球分为北半球和南半球。赤道位于0度纬度，是测量南北纬度的参考点。当人们从赤道向两极移动时，“球体的平行线”的周长变得越来越小。这一现象说明了地球的曲率如何影响我们对距离和空间的感知。此外，“球体的平行线”在气象学、天文学甚至航空等多个领域中发挥着重要作用。例如，气象学家依靠这些线来分析不同地区的天气模式和气候变化。通过研究温度和降水量如何沿着“球体的平行线”变化，科学家可以对天气现象做出明智的预测。在天文学中，“球体的平行线”的概念超越了地球。围绕天体的天球——一种想象中的球体，也有平行线，帮助天文学家在夜空中定位恒星和行星。这些平行线有助于绘制天空地图，使我们更好地理解宇宙。在教育中，教授学生“球体的平行线”可以增强他们的空间推理和批判性思维能力。通过与地图和地球仪互动，学习者可以直观地理解这些平行线如何运作并与现实世界的应用相关联。创建地球模型或使用Google Earth等技术等活动可以使这一学习体验变得互动且愉快。总之，“球体的平行线”不仅仅是理论构想；它们是导航、气候科学和天文观测的重要工具。理解这一概念丰富了我们对世界及其所处宇宙的认识。无论是在教室还是研究实验室，“球体的平行线”的重要性在各个学科中继续共鸣，展示了数学、科学和地理之间的相互联系。当我们探索这些平行线时，我们不仅更深入地欣赏我们的星球，还获得了对周围更广阔宇宙的洞察。