用波尔-索末菲(Bohr-Sommerfeld)的量子化条件得到的一维谐振子的能量为(n = 0,1,2,L)( )A. En=nħω . B. En=(n+1/2) ħω C. En = (n+1)ħω . D. n = (n+1)ħω . E. En= 2nħω . 相关知识点: 试题来源: 解析 C.En = (n+1)ħω ....
1本文使用原子单位制.Sommerfeld 模型和玻尔原子模型一样属于量子力学发展早期的半经典原子模型,它对玻尔模型进行了改进,能更好地符合一些实验结果(如塞曼效应).玻尔模型假设电子以圆形轨道绕原子核旋转,而 Sommerfeld 模型允许椭圆轨道.为了简单我们同样先假设原子核固定不动,要考虑原子核运动使用相对坐标和约化质量即可...
Bohr-Sommerfeld quantization for periodic boundary conditions Ground state energy of multi-dimensional power-law potentials Ground state energy of a logarithmic potential Spectrum of a logarithmic potential 1D box as a limit of power-law potentials Spin-1/2 in the field of a wire BackgroundBohr-...
百度试题 结果1 题目用Bohr-Sommerfeld的量子化条件得到的一维谐振子的能量为()A A. . B. . C. . D. . 相关知识点: 试题来源: 解析 A, 反馈 收藏
Bohr was not able to explain the reason for the fine spectral lines visible by high revolving power spectroscopes but Sommerfeld explained the reason for the same. He said that the energy of the stationary orbit depends not only on n but on k to some extent as well. So ...
We relate the Bohr–Sommerfeld conditions to formal deformation quantization of symplectic manifolds by classifying star products adapted to some Lagrangian submanifold L , i.e. products preserving the classical vanishing ideal I L of L up to I L -preserving equivalences.Michael Carl...
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Bohr-Sommerfeld量子理论 1. Spectrum analysis of X-ray based onBohr-Sommerfeld quantum theory 基于Bohr-Sommerfeld量子理论的X射线光谱分析 更多例句>> 2) Sommerfeld-Brillouin theory in wave velocity Sommerfeld-Brillouin波速理论 3) Bohr Hamiltonian
Liu, "A Bohr-Sommerfeld quantization formula for quasinormal frequencies of AdS black holes," arXiv:0811.1033 [gr-qc].G. Festuccia, H. Liu, A Bohr-Sommerfeld quantization formula for quasinormal frequencies of AdS black holes, arXiv:0811.1033v2 [gr-qc] (2008)....