给定条件下平衡态是什么样子。
这些依赖于热力学,和平衡态的性质。
They also do depend on thermodynamics and where equilibrium states are.
话句话说，哪个是平衡态？
它们不会再呆在平衡态。
你们所有人，我相信，都见过了平衡态方程。
You all, I'm sure you've all seen equations about equilibrium.
标准的平衡态问题。
特别地，为什么熵的混合，对于平衡态如此重要。
Specifically, how entropy of mixing really becomes key to equilibrium.
有些处于平衡态。
它们不是平衡态。
或是在平衡态？
平衡态理想气体的平衡态。
这就是平衡态。
就像理想气体在平衡态。
在平衡态固相和液相的化学势相等，固相和气相一样。
And turning the crank at equilibrium, being equal between the solid phase and the liquid phase.
这个量你们以前见过，我肯定，在平衡态时。
我们可以，在这两个平衡态间往返，它们是相互联系的。
We can go back and forth between these two equilibrium states They're connected.
平衡态和平衡条件。
如果是零意味着，处于平衡态实际上应该就在这。
And if it's zero, that means that we're in equilibrium, that we're actually sitting down here.
指出熵可以作为系统平衡态的判据，并举例说明。
Illustrated the entropy can be used as the criterion for equilibrium system.
平衡态时，我们知道，这边A的分压强，等于这边A的分压。
At equilibrium, I know that the partial pressure of a on that side here has to be equal to the pressure of a here.
了这座热力学的坚固大厦，这是一门，平衡态系统，的科学。
And added a structure of math upon it, to build this edifice, which is a very solid edifice of thermodynamics as a science of equilibrium systems.
而固体材料中的热平衡态就是一种重要的混合纠缠态。
The thermal equilibrium state in solid state materials is one essential mixed entangled state.
本文研究了低阶正压模式的多平衡态和平衡态的突变。
The multiple equilibria and their catastrophe of the low-order barotropic model are studied.
如何描述QGP的非平衡态一直是尚未解决的关键问题。
However, how to describe the non-equilibrium state of QGP is still an unsolved and important problem.
但是如果系统处于平衡态，所有其他的态都不可能具有更低的自由焓。
But if the system is in equilibrium, none of those states has lower enthalpy.
讨论了非平衡态统计物理在三个层次的描述和它们的关系。
The three different levels of description in non-equilibrium statistical physics and their relations are discussed.
通过这些不等式，能确定平衡态分布函数函数中系数的范围。
According to these inequations, we can confirm the scale of coefficients of equilibrium distribution functions.
在系统从完全无序态弛豫到平衡态的过程中存在各种瞬态有序相。
There are transient ordered states during the relaxation from the disordered state to the equilibrium state.
在传统上人们认为普适的标度行为只有在平衡态或者附近区域成立。
It is traditionally believed that the universal scaling behavior exists only in or near thermodynamic equilibrium.
详细讨论了网络的平衡态集合的结构并建立了平衡态集合构造定理。
Structure for the set of equilibrium points of the network is studied in detail.
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