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Hyperspherical Harmonics Method with Particle Excitation Degrees of Freedom

机译:具有颗粒激发自由度的高度球形谐波方法

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We introduce a few extensions to the Hyperspherical Harmonics (HH) approach in order to include intrinsic excitations degrees of freedom. To this end we adapt the HH expansion method, usually built up starting from a fixed mass-weighted set of Jacobi coordinates, to the more general case where an arbitrary weighted set of coordinates is adopted. We provide a few results for 3- and 4-body bound state calculations.
机译:我们介绍了一些延伸到超球谐波(HH)方法,以包括内在激发自由度。为此,我们适应HH扩展方法,通常从固定的大量加权组坐标开始,以采用任意加权坐标的更常规情况。我们为3个和4个身体绑定状态计算提供了一些结果。

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