The authors use Gaussian expansion and complex scaling to predict bound and quasi-bound energies of muonic and tauonic hydrogen-molecule analogues, reporting first values for ppμμ and ppττ.
Multifractal Dimension Spectrum Analysis for Nuclear Density Distribution
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abstract
We present an integral density method for calculating the multifractal dimension spectrum for the nucleon distribution in atomic nuclei. This method is then applied to analyze the non-uniformity of the density distribution in several typical types of nuclear matter distributions, including the Woods-Saxon distribution, the halo structure and the tetrahedral $\alpha$ clustering. The subsequent discussion provides a comprehensive and detailed exploration of the results obtained. The multifractal dimension spectrum shows remarkable sensitivity to the density distribution, establishing it as an effective tool for studying the distribution of nucleons in nuclear multibody systems.
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Heavy flavored hydrogen molecule systems
The authors use Gaussian expansion and complex scaling to predict bound and quasi-bound energies of muonic and tauonic hydrogen-molecule analogues, reporting first values for ppμμ and ppττ.