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CALCULATING ATOMIC PROPERTIES USING VARIATIONAL MONTE CARLO

机译:使用变数蒙特卡罗计算原子性质

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Using variational Monte Carlo and the explicitly-correlated wave function forms optimized by Schmidt and Moskowitz, we compute a number of properties for the atoms He-Ne. The expectation value of the Hamiltonian using these wave functions contains between 70.0% and 99.8% of the correlation energy for the neutral atoms (17 parameters), 60.8% and 99.1% for selected cations (9 parameters), and 73.9% and 89.4% for selected anions (17 parameters). For those properties which sample the valence region, our results are in good agreement with previous calculations (where available). Because of-a defect in the wave function form, a substantial error is found in those properties which two electrons that are in close proximity. (C) 1995 American Institute of Physics. [References: 26]
机译:使用变分蒙特卡洛法和由施密特(Schmidt)和莫斯科维茨(Moskowitz)优化的显式相关的波函数形式,我们计算了原子He-Ne的许多性质。使用这些波函数的哈密顿量的期望值包含70.0%至99.8%的中性原子相关能量(17个参数),60.8%和99.1%的选定阳离子(9个参数)以及73.9%和89.4%的阳离子。选定的阴离子(17个参数)。对于那些对化合价区域进行采样的属性,我们的结果与以前的计算(如果有)非常一致。由于波函数形式的缺陷,在两个电子非常接近的那些性质中发现了很大的误差。 (C)1995年美国物理研究所。 [参考:26]

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