Bilingual edition: English is preserved and Chinese follows each unit. Terminology uses the confirmed v20260916 glossary; automated semantic review remains traceable.
中英双语版:英文原文完整保留,中文紧随对应单元;术语采用 v20260916 确认表,自动语义审校结果可追溯。

Lithium Energy Levels

锂能级
The lithium atom has a closed n=1 shell with two electrons and then one electron outside. Since the outer electron looks inward at just one net positive charge, it could be expected to have energy levels close to those of hydrogen. This is true for high angular momentum states as shown, but the s and p states fall well below the corresponding hydrogen energy levels.
锂原子有n=1层的闭合壳层,其中有两个电子,然后有一个电子在外层。由于外层电子只看到一个净正电荷,因此可以预期其能级接近氢原子的能级。这在高角动量态中得到证实,但s和p态却明显低于相应的氢原子能级。

The general layout here was taken from Rohlf but some discrepancies were found in the lower levels. The levels up through the 3d plus the 4p and 4d were rescaled to fit the data in the table of neutral lithium levels from NIST. Discrepancies may remain with the other levels. The ionization potential given by NIST was 5.395 eV.

Why do levels vary with orbital quantum number?
为什么能级会随轨道量子数变化?
Details for 2s and 2p levels
2s 和 2p 水平的详细信息
Electron energy level diagrams
电子能级图
此处的总体布局参考了Rohlf,但发现了一些低能级的差异。从3d能级到4p和4d能级的部分已被重新标定,以适应来自NIST中性锂能级表的数据。其他能级可能存在差异。NIST给出的电离势为5.395 eV。
Index

Rohlf Sec 9.5, Fig 9.9
索引 Rohlf 第9.5节,图9.9
 
HyperPhysics***** Quantum Physics
HyperPhysics ***** 量子物理
R Nave
Go Back
返回





Lithium Energy Levels:Orbital Dependence

锂能级:轨道依赖性
The lithium 2s level is significantly lower than the 2p because of greater penetration past the shielding of the 1s electron. Both levels penetrate enough to be significantly lower than the n=2 hydrogen energy which they would have if the shielding were perfect.
锂的2s能级显著低于2p能级,这是因为其更深入地穿透了1s电子的屏蔽作用。两个能级都足够穿透,因此它们的能级显著低于若屏蔽完全理想时的n=2氢原子能级。
The 2s electron is lowered about 1.7 eV below the n=2 hydrogenic energy level of -3.4 eV which it would have if the shielding were perfect.
2s电子的能量比完美屏蔽情况下n=2的氢原子能级-3.4 eV降低了约1.7 eV。
The illustration above uses the hydrogen wavefunctions, which are not exactly correct for lithium but can be used to obtain a qualitative understanding of the dependence of the electron energies on the orbital quantum number. If there were no shielding of the 2s electron, it would be exposed to the entire nuclear charge and have energy -30.6 eV. Modeling this situation by dividing the electron's time between perfect shielding and no shielding, the percentage of time inside the shielding is calculated to be about 6% for the 2s electron. The same model for the 2p electron suggests only about 0.5% of its time inside the shielding.
Why do levels vary with orbital quantum number?
为什么能级会随轨道量子数变化?
上图使用氢的波函数,虽然这些波函数对于锂来说并不完全准确,但可以用来获得电子能量与轨道量子数依赖关系的定性理解。如果2s电子没有屏蔽效应,它将暴露于整个核电荷,其能量为-30.6 eV。通过将电子的时间分为完全屏蔽和无屏蔽两种情况,计算得出2s电子约有6%的时间处于屏蔽区域内。对于2p电子的相同模型表明,其仅有约0.5%的时间处于屏蔽区域内。
Index
索引
 
HyperPhysics***** Quantum Physics
HyperPhysics ***** 量子物理
R Nave
Go Back
返回