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And if we talk about m equals 0, we're looking at the p z orbital.
如果ｍ等于０，那我们讨论的就是ｐｚ轨道。
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Yeah, I've still got a binding for z and I'm giving it the same test, but notice now I've got the two same commands but they have different indentation.
对，我还是对z进行了绑定,我还是要对它进行同样的测试，但是请注意现在我有了两个同样的命令,但是它们有不同的缩进。
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So you should know that 0 any time m is equal to zero that it's the p z.
所以当我们讨论p轨道时,只要m等于,它就是pz轨道。
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What you need to know is that when m equals 0, 3dz2 it's 3 d z squared.
你们要知道的是,当m等于0时，它是。
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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。
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I'm binding a z to be some value, and then I'm going to run this.
我把z绑定到一个值上，然后运行下代码。
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So it's OK to not specify. I want to point out, pz whether you're in the p x, the p y, or the p z, unless a question specifically m asks you to specify the m sub l, which occasionally will happen, but if it doesn't happen you just write it like this.
我想指出的是，无论你在px，py或，除非一个问题特别地,让你指出l下面的，这种情况有时会发生，这样就可以了,但是如果它不做要求你们写成。
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