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A Theoretical Study of Pure and Mixed Spin-Polarized Tritium and Helium Triatomic Systems Using Hyperspherical Coordinates

机译:基于超球坐标的纯氚氦三原子体系理论研究

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Pure and mixed spin-polarized tritium (T↑) and helium (He) triatomic systems are studied using hyperspherical coordinates.Aslowvariable discretization approach is adopted to solve the nuclear Schr?dinger equation, in which the Schr?dinger equation in hyperangular coordinates is solved using basis splines at a series of fixed FEM-DVR hyperradii. By using the best empirical interaction potentials, we study comparatively the bound states of (T↑)_3, ~4He(T↑)_2, ~4He_2T↑, ~4He_3 and ~4He3/2 He in the J~∏ = 0~+ symmetry. The bound state energy levels are calculated for all these molecular species except ~4He(T↑)_2, for which we have found no bound state. The calculated wave functions of these species are found all to exhibit a very large spatial extension, indicating the diffuse nature of these bound states. The molecular structure of these species will also be calculated and analyzed in detail.
机译:使用超球坐标研究了纯和混合自旋极化氚(T↑)和氦(He)三原子体系。采用慢变量离散化方法求解核薛定谔方程,其中在一系列固定的FEM-DVR超半径处使用基样条求解超角坐标中的薛定谔方程。利用最佳经验相互作用势,比较研究了J~∏ = 0~+对称性下(T↑)_3、~4He(T↑)_2、~4He_2T↑、~4He_3和~4He3/2 He的束缚态。计算了除~4He(T↑)_2之外的所有这些分子的束缚态能级,我们没有发现其束缚态。计算出的这些物质的波函数都表现出非常大的空间延伸,表明这些束缚态的扩散性质。还将详细计算和分析这些物种的分子结构。

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