论文标题
两个组件系统的仪表和坐标不变方程
Gauge- and coordinate-invariant equations for two-component systems
论文作者
论文摘要
由于两个组分系统的波函数的确切分解而产生的边缘和条件概率幅度的Schrödinger样方程是以不变和坐标转换不变的形式得出的。耦合方程等于分子的非递归schrödinger方程。
The Schrödinger-like equations for the marginal and conditional probability amplitudes resulting from the exact factorization of the wavefunction of a two-component system are derived in a form that is invariant to gauge and coordinate transformations. Coupled equations equivalent to the nonrelativistic Schrödinger equation of a molecule are derived as an example.
