论文标题
了解波功能的分析
Understanding the analysis of wave function
论文作者
论文摘要
我们获得了带有幂律电位的Wave函数的订单$ρ$和类型的$σ$，发现订单和类型与条件$ |σ|ρ= \ sqrt {v_m} $兼容，除了$ m = -2 $。同时，我们ansatz认为波函数满意度关系$ψ（r）= f（r）\ exp [g（r）] $，其中$ f（r），g（r）$是多项式，$ g（r）$的功率不超过$ρ$的订单。
We obtained the order $ρ$ and the type $σ$ of wave function with power-law potentials, and found that the order and the type are compatible with the condition $|σ|ρ=\sqrt{v_m}$ except to $m=-2$. At the same time, we ansatz that the wave function satisfaction relation $ψ(r)=f(r)\exp[g(r)]$, where $f(r),g(r)$ are polynomials, and the power of $g(r)$ is no more than the order $ρ$.
