• Our molecular partition function.

    我们的分子配分函数。

    youdao

  • This is the electronic partition function.

    这是电子的配分函数。

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  • In the configurational partition function.

    在构型配分函数中。

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  • It's called the canonical partition function.

    称为正则配分函数。

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  • OK. So this is your molecular partition function.

    好,这就是分子配分函数。

    youdao

  • And the system partition function is labeled big Q.

    系统的配分函数用Q标记。

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  • Now, qi is just the total molecular partition function.

    现在qi是分子总配分函数。

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  • We also know what the vibrational partition function is.

    我们也知道振动能的配分函数。

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  • So the molecular partition function is labeled little q.

    这里分子的配分函数用q标记。

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  • So now let's figure out our molecular partition function.

    现在我们来计算分子的配分函数。

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  • So we're always writing some molecular partition function.

    我们总是写下,一些分子的配分函数。

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  • Unnamed objects such as partition function parameters.

    未命名对象,如分区函数参数。

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  • So so far, we've written for translation partition function.

    我们写过了平动的配分函数。

    youdao

  • You can also look at the molecular partition function itself.

    对单个分子的配分函数本身也适用。

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  • We can write the partition function as a sum over energy level.

    我们可以把配分函数写成,对能级的求和。

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  • You also have the system partition function for the configurations.

    同样的,对构型部分,也是分子构型配分函数的N次方。

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  • Then you can have a partition function for each of these degrees of freedom.

    都有对应的配分函数,每个自由度。

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  • Q And now the total system partition function is the multiplication of these two.

    总配分函数,是这两者之积。

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  • Q And now we have our capital Q, our canonical configurational partition function.

    现在我们有我们的大,我们的正则构型配分函数。

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  • so what's our molecular partition function for this configurational degree of freedom?

    配分函数是什么,这些构型的?

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  • Partition Function defines the range of values to be stored on different partition.

    分区函数定义了位于不同区间的值存储在不同的分区上。

    youdao

  • So last time, then, you saw how from the canonical partition function, you could get something like the energy.

    上节课我们看到了如何,从正则配分函数导出,内能等量。

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  • Evaluate the partition function as and check that the result agrees with the standard geometric series sum.

    估算配分函数为并检查结果与标准的几何级数和一致。

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  • Also notice one of the other results that you've seen is that you could relate the partition function to a, right?

    同时要注意你们曾经看到的另一个结果,是你们可以将,配分函数和A关联起来对吗?

    youdao

  • And what that means is, in the partition function, which is a sum over all these terms with these Boltzmann factors.

    这意味着,配分函数,是带波耳兹曼常数的各项之和。

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  • Like I promised, we're going to be able to derive every thermodynamic quantity if we just know the partition function.

    就像我说过的,我就可以计算所有的热力学量,如果我知道了配分函数。

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  • In other words, if I have an expression for Q, I know the partition function, and I can calculate it at any temperature.

    换句话说,如果我得到了Q的表达式,知道了配分函数,我可以计算它在任意温度下的数值。

    youdao

  • Q And then, big Q, the canonical partition function for the whole system, it's something that we've been through before.

    然后,大,整个系统的正则配分函数,这是我们之前探讨过的。

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  • Through this model and using finite temperature field theory, we can write down the partition function of the system.

    通过这一模型加上虚时温度场论就可以写出核物质系统的配分函数。

    youdao

  • The partition function of flexible cushion on the bottom of explosive holes was proved by experiments before explosion.

    爆前试验证明了钻孔底部柔性垫层的隔震作用。

    youdao

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