换句话说,系统的内能等于任意状态的能量,乘以系统处于这个状态的概率。
Of Pi times Ei. In other words, it's going to be determined by the energy of any system state times the probability that the system is in that state.
并且我们能够计算分子,处于任意状态的概率,当我们知道一个状态的能量之后。
And we can calculate what the probability is for a molecule to be in any particular state if we know the energy of that state.
这意味着,如果监听器逻辑更改一个外部数据源(数据库、大型机等)中的任意状态,那么这些交互必须通过一个“至少一次”交付范式处理。
This means that if the listener logic changes any state in an external data source (database, mainframe, and so on) then these interactions must be treated with an "at least once" delivery paradigm.
So now, this equation here relates three state functions together: the pressure the volume, and the temperature. Now, if you remember, we said that if you had a substance, if you knew the number of moles and two properties, you knew everything about the gas.
压强,体积和温度,大家应该还记得,我们提过,只要知道气体的摩尔数,和任意两个状态函数,就可以推导出其他的状态函数,这样,我们可以把它改写成。
So this is the fate of this person at any given time t.
所以这就是这个人在任意时刻 t 的状态
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