论文标题
研究重力自由空间中旋转球形物体周围液体表面的曲率
Study of the Curvature of Liquid Surface surrounding a Rotating Spherical Object in Gravity Free Space
论文作者
论文摘要
球形表面周围液体的曲率概念在日常生活中似乎很明显，但基于各地的尘世条件。但是，当我们将系统远离通常的地上条件（即没有重力）时，我们对概念的理解似乎更加透明。尽管即使在存在其他力（如重力）的情况下，沿液体表面的粘附和凝聚力等力也逐渐脱颖而出，但没有重力，这些力就完全负责可观察到的现象。此外，我们引入了一种负责提供一种在重力方面主导的电势形式的形式。通过保存表面能量，它提供了一种巧妙的方法，它仍然可以解释很多可以采取更多措施来探索自由空间中旋转液体的其他特性。
Concept of curvature of liquid surrounding a spherical surface seems obvious in daily life, but based on earthly conditions everywhere. However, our understanding about the concept seems more transparent when we keep the system out of the usual earthly condition i.e. without gravity. Although existence of forces like adhesion and cohesion along liquid surface come to the fore even in the presence of other force like gravitational ones, but without gravity these forces are solely responsible for kind of observable phenomenon. Also, we introduced a form of force responsible for providing a form of potential dominating over the gravitational one. The discussion was provided an ingenious approach, by conserving surface energy, it still explains a lot about what can be done more to explore other properties of rotating liquids in free space.
