引力

In the astronomy aspect, in 1672 Newton has formulated the reflecting telescope; He also explained not only the tide phenomenon, points out the tide the size the same lunar month related, moreover also has the relations with sun's attraction; Moreover, Newton extrapolated theoretically Earth is not a spheroid, but is the two-pole is slightly flat, the equator slightly drum, and explained the year old bad phenomenon from this and so on.

在天文学方面，1672年牛顿创制了反射望远镜；他还解释了潮汐的现象，指出潮汐的大小不但同朔望月有关，而且与太阳的引力也有关系；另外，牛顿从理论上推测出地球不是球体，而是两极稍扁、赤道略鼓，并由此说明了岁差现象等。

Gravity, acting on the gases between the stars, will ultimately reincorporate these elements into new clouds, stars, planets, and perhaps even living beings like ourselves.

作用於宇宙星体之间气体的引力，最终将再次凝聚这些气体与元素，形成新的星云、恒星、或是行星，甚至培育出像我们的地球上一样的生物。

Cosmic space-energy and cosmic gravitation pair is such coincidence, the spatial measurement of stable relative time-space cosmic energy is the 1/3 spatial measurement of cosmic time-space, the spatial curvature of stable relative time-space cosmic energy is the 2/3 spatial measurement of cosmic time-space.

宇宙空间能与宇宙引力的匹配是那样的吻合，宇宙能量的稳定相对时空的宇称为宇宙时空宇称的1/3，空间的曲率为宇宙时空宇称的2/3。

The easiest forces to imagine are those of attraction and repulsion.

最容易想象的是引力和斥力。

The discovery of the repulsive, anti-gravitational force of dark energy is explained.

宇宙学红移的测量，以确定宇宙的规模。的丑恶，发现抗暗能量的引力解释。

In cutting path planning, definetes the atrractive force function and the repulsive force function, realizes the path planning methodes by MATLAB algorithm, and applies to KUKA robot.

在切割路径规划中，定义引力函数和斥力函数。通过MATLAB科学计算程序实现了所提出规划算法。并应用于Kuka机器人。

Launch vehicle: Rocket system that boosts a spacecraft into Earth orbit or beyond Earth's gravitational pull.

运载火箭：将航天器推入绕地球轨道或脱离地球引力范围的火箭系统。

Launch vehicle: Rocket system that boost s a spacecraft into Earth orbit or beyond Earth's gravitational pull.

运载火箭：将航天器推入绕地球轨道或脱离地球引力范围的火箭系统。

Stephen Hawking and Roger Penrose proved that black holes are a generic feature in Einstein's theory of gravity, and cannot be avoided in some collapsing objects.

史蒂芬·霍金和罗杰·彭罗斯证明黑洞在爱因斯坦引力理论中是一个普遍的特征，而且在一些坍缩物体中不能够被避免。

Working with mathematician Roger Penrose and using Einstein's relativity equations, he developed new techniques to prove mathematically that at the heart of black/holes were singularitiesinfinitely dense, dimensionless points with irresistible gravity.

他同数学家罗杰潘罗斯合作，运用爱因斯坦的相对论等式找到了新的计算方法来证明：在黑洞的中心是一堆密密麻麻的、无边无际的、具有巨大引力的奇异小点。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。