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。
So it becomes interesting, then, to figure out, how can we write the Helmholtz free energy in terms of the canonical partition function?
这就让我们开始思考，要怎么来表示亥姆霍兹自由能,用正则配分函数？
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。
It's called the canonical partition function.
称为正则配分函数。
So now we can just write out the configurational partition function for the molecules and also the canonical partition function for the system.
那么现在我们就能写出,分子构型的配分函数,和系统的正则配分函数。
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。
The photic field in the plane divisional uniform absorbing and dispersive dielectrics is quantized by the canonical quantum theory and the classical Greens function of the system.
借助系统经典格林函数，运用正则量子化方法，对平面分区均匀色散吸收介质中电磁场进行量子化。
With quantization scheme of canonical transformation and gauge transformation, Hamiltonian operator and wave function of a quantized RLC circuit with external source are obtained.
采用正则变换量子化以及规范变换方案，得到有源rl C电路量子化哈密顿算符及其波函数。
Furthermore, we show that the constant modulus cost function with non-canonical constraint is strictly convex under some conditions.
然后证明具有非标准约束的常数模准则在适当条件下是严格凸的。
The paper considers a constant modulus cost function with non-canonical constraint, and presents a new blind multiuser detector.
本文讨论一种具有非标准约束的常数模准则，得出一种新的盲多用户检测器。
The paper considers a constant modulus cost function with non-canonical constraint, and presents a new blind multiuser detector.
本文讨论一种具有非标准约束的常数模准则，得出一种新的盲多用户检测器。
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