On the right hand side, the work, let's call this left hand side, let's call this right hand side.
在右手边,让我们先在这里,标下标表示左手,这里示右手。
And this spin magnetic quantum number we abbreviate as m sub s, so that's to differentiate from m sub l.
这个自旋磁量子数我们把它简写成m下标s,以和m小标l有所区分。
The exception is right there. It's an index error, that is it's trying to do something going beyond the range of what this thing could deal with.
但他事实上抛出一个异常,异常就在这里,这是一个下标错误,它是试图去取超出范围的元素造成的。
Don't be confused by the subscripts.
别被下标弄迷糊了。
If I don't show you any argument for v, it means v at time t and the subscript of 0 means t is 0.
如果我不对v做任何标志,那就表示t时刻的速度v,下标0表示的是t=0
And lower case q sub 2 is the charge on the electron.
小写q加个下标2是指电子所带电量。
Yup. So m sub l could equal 2 negative 2, negative 1, 0, 1 or 2.
嗯,m下标l可以等于,2,-1,0,1,或。
So let's just think exactly what this means, and that means that if we take away function and we define it in terms of n, l and m sub l, what we're defining here is the complete description of an orbital.
让我们来考虑一下这是什么意思,这是说如果我们不考虑波函数,而是用n,l,m下标l来定义它,我们定义的,是一个轨道的完整描述。
where the probability of actually finding an electron there mp is going to be your maximum probability.
电子的概率,达到最大值,我们把它标记成r下标。
If m is equal to 0, in this case we would call it the p z orbital, z so we would have the subscript z here.
如果m等于0,这种情况下,我们叫它pz轨道,我们在这里有下标。
N And, in your text, it's E sub N.
在你的课本上,是E下标。
So, we can get from these energy differences to frequency h by frequency is equal to r sub h over Planck's constant 1 times 1 over n final squared minus 1 over n initial squared.
所以我们通过不同能量,得到不同频率,频率等于R下标,除以普朗克常数乘以1除以n末的平方减去。
I am going to stop putting subscript e.
接下来我不再用下标e了。
To get any location in memory, to get to any value of the list, I simply have to say which element do I want to get, I know that these things are stored in a particular size multiply that index by 4, add it to start, and then it's in a constant amount of time I can go to that location and get out the cell.
取得列表中的任何一个值,简单说来,想要取得列表中的任何元素,我知道这些元素存在特定的大小中,把下标乘以4,加到start上,然后定位到内存单元,并取出值就是固定的时间了,好的,如果元素以固定大小存储。
n l So negative e, which is sub n l, because it's a function of n and l in terms of quantum numbers.
也就是负的,E,下标是,因为它是一个,关于量子数,n,和,l,的函数。
And this equilibrium spacing is denoted r sub zero or r naught.
这个平衡间距,用r下标0或者r圈表示。
Yeah. This a sub nought.
嗯,这个a下标。
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