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Simplified Box Orbitals: A Spatially Restricted Alternative to the Slater-Type Orbitals

机译:简化的盒形轨道:对Slater型轨道的空间限制

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We introduce a new type of spatially restricted basis function(zero beyond a characteristic r_0 value of the radial coordinate) that makes it possible to obtain, in nonconfined systems, similar results to STO functions. This is important because the use of this kind of functions enables the exact application a sort of zero differential overlap approximation to calculate properties of large systems. Our functions are a modification of the BO-xZ box orbitals introduced by Lepetit et al. First, we replaced these orbitals by a function that is easier to obtain and generalize, that we named "simplified box orbital" (SBO), and we have shown some advantages of the SBO over BO and standard STO functions. Second, we obtained Gaussian developments for both the original BO orbitals and the new SBO orbitals. In this way, it becomes possible to manage our SBO orbitals with standard quantum chemistry software like GAUSSIAN or similar programs.
机译:我们引入了一种新型的空间受限基函数(超出径向坐标的特征r_0值零),从而可以在非受限系统中获得与STO函数相似的结果。这很重要,因为使用这种函数使确切的应用可以使用零差分重叠近似来计算大型系统的属性。我们的功能是对Lepetit等人介绍的BO-xZ盒形轨道的修改。首先,我们用一个易于获得和推广的函数代替了这些轨道,我们将其命名为“简化箱形轨道”(SBO),并且已经证明了SBO优于BO和标准STO函数的一些优势。其次,我们获得了原始BO轨道和新SBO轨道的高斯发展。通过这种方式,可以使用标准量子化学软件(例如GAUSSIAN或类似程序)来管理我们的SBO轨道。

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