爱因斯坦方程式
- 网络Einstein equation
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那么,给我们讲讲你是如何从爱因斯坦方程式中提取黑洞信息的?
So , talk us through how do you get from Einstein 's equation to a black hole ?
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它们存在于爱因斯坦方程式解里,并且被认为极端地不稳定,且一经产生即刻瓦解。
They exist in solutions to einstein 's equations , and are thought to be extremely unstable , and would instantly fall apart once created .
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爱因斯坦的方程式表明宇宙正在膨胀。
Einstein 's equations showed the Universe to be expanding
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让他感到困惑的是,爱因斯坦的方程式针对一个单一的恒星能否得解。
That Einstein 's equations could be solved at all for a single star baffled him .
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人们根本没有办法来证明爱因斯坦的方程式正确与否,直到卢瑟福演示了原子分裂实验。
There was , of course , no way of proving or disproving Einstein 's equation - until Rutherford showed how to split the atom .
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一个旋转黑洞的最佳描述是在1963年获得由新西兰数学家罗伊克尔,利用重力爱因斯坦的方程式。
The best description of a spinning black hole was given in1963 by the New Zealand mathematician Roy Kerr , using Einstein 's equations of gravity .
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爱因斯坦想要一个方程式,也许不超过一英寸长,但能解释所有物理规律。
Einstein wanted an equation , perhaps no more than one inch long that would encapsulating all physical laws .
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今天E=mc^2是爱因斯坦最著名的方程式,但另一个他同年出版的理论更重要而且更有争议,那就是特殊相对论。
Today E = mc ^ 2 is Einstein 's most famous equation but another thoery he published the same year is more important and more controversial , the special theory of relativity .
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登到山坡的一半时,我摇摇晃晃的停下来,呼吸稀薄的空气,这时,距离我能够理解爱因斯坦或狄拉克的方程式的高度还相差很远。
Midway up the slope , however , I staggered to a halt , gasping in the rarefied air , well before I reached the heights where the equations of Einstein and Dirac would have made sense .