我准备再次贴起，这个能级图。
我要为分子制作能级图。
就是建立一个能级图。
这是H2的能级图。
这些原子的能级图最为简单。
让我们从这个能级图，来看看怎么得到这个结果的。
So, let's look at where this comes from with an energy level diagram here.
我们就准备使用它，来建立一些能级图。
And so we are going to use that in order to construct some energy level diagrams.
能级图能帮助我们，理解电子填充，和键强的关系。
This energy level diagram helps us understand the relationship between electron filling and bond strength.
我想问你，看看这种能级图，如何证实我们知道的是正确的。
I would ask you to see how such energy level diagrams rationalize what we know to be true.
我要说的是，在能级图的帮助下，可以解释氦气是单原子气体，而不是分子气体这一事实，那么这个呢？
I would say with the aid of an energy level diagram explain the fact that helium is found as atomic gas and not molecular. How about this one?
所以我写出了它们的电子排布，并画成了能级图的形式，这样我们就可以好好想一想，这个问题发生的原因。
So I put the electron configurations and actually drew it on an energy diagram here, so we can actually think about why this might be happening.
所以，这堂课我们会讨论很多，关于能量的问题，讨论时，画能级图来使能量差别，形象化常常是很有用的。
So, in this class we'll be talking about energy a lot, and it's often useful to draw some sort of energy diagram to visualize the differences in energy that we're discussing.
例如，图2表现了金字塔形几何形状中一个量子点的第四能级。
For example, Figure 2 represents the fourth energy level for a quantum dot in a pyramidal geometry.
根据实验结果，给出了钙铀云母的能级跃迁图。
An energy level diagram of autunite is presented from the experimental results.
最后分别模拟放大系统采用黑盒模型和两能级模型，有八个WDM光信号输入时，放大后的光谱图。
Finally, when there were eight WDM optical input signals, using the black box model and two level model respectively, we simulated the amplified optical spectrum.
通过解析与数值计算，给出了能态的稳定区图、波函数和能级移位。
By analytical and numerical calculations, stable region diagram of the energy state, wave functions and energy level shift are obtained.
本文利用二叉判定图提出了对功能级数字电路的一种测试产生方法。
Using Binary Decision Diagrams, this paper proposes a test generation method for functional level digital circuits.
本文给出所有能级不超过4的连通偶图 ，并给出关于图的能级与其边的个数的一个不等式 。
This paper presents all the connected simple bigraphs whose energy does not exceed 4, and an inequality about the energy of a graph and the number of the edges of the graph.
本文给出所有能级不超过4的连通偶图 ，并给出关于图的能级与其边的个数的一个不等式 。
This paper presents all the connected simple bigraphs whose energy does not exceed 4, and an inequality about the energy of a graph and the number of the edges of the graph.
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