若体系的一个力学量(通常指其哈密顿量)有两个或两个以上线性无关的本征函数对应于同一本征值,则称此体系的量子态为简并态。这样的体系为简并系。
主要内容有量子人体的非简并态微扰理论;
The contents are the non-brief-combination state tiny disturbing theory of quantum human body;
根据简并态微扰理论和氢原子波函数的性质,得到久期方程中微扰矩阵元的分布规律。
According to the perturbation theory, a distribution law of matrix element in secular equation is discovered in degenerate state and wave function property of the hydrogen atom.
我收到一个家伙写来的信,是关于我写的一集Doctor Who剧本,跟超压缩物质、简并态物质和引力场的关系。
'I had a letter from a guy about something I'd written in a Doctor Who script, to do with super-compressed matter, degenerate matter and gravitational fields.
When we talk about the n equals 2 state, we now have 2 squared or 4 degenerate same energy orbitals, and those are the 2 s orbital.
当考虑n等于2的态时,我们有2的平方,或者4个简并能量的轨道,它们是2s轨道。
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