【摘要】 薛定谔方程的数值计算常用定态微动法、格林函数和玻恩近似等方法 ,然而这些方法要求哈密顿量 H偮阋欢ㄌ跫Ｓ捎谄湫拚降姆彼?,常常只能计算到二级修正。通过研究发现 ,用矩阵连分法数值求解薛定谔方程十分分便 ,有很大的优越性更多还原

【Abstract】 The methods of Static minute perturbation, Green function and Born resemblance are applied to the numerical calculation of the Schrodinger equation. But the certain conditions of Hamiton quantity H^ should be gratified. Owing to the overelaborate procedure of revise formula, only band two of revise is reached. Our research indicates that the matrix continued fraction method is especially suitable for numerical calculations and it seems to be a most accurate and fastest method in the solution.更多还原