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Mono- and di- hydride configurations of Si-Hn and H2 molecules inside a nanometer-size cavity, obtained from using a data-driven inverse approach. (Image 1 of 14)
The formation of a divacancy in a-Si networks, obtained from a data-driven inverse approach. The vacancy centers are indicated as hypothetical red balls on the left. The right-hand side figure shows the total-energy-relaxed network with two actual Si atoms (red) at the vacancy sites. (Image 2 of 14)
An H2 molecule formed inside a hydrogen-rich nanometer-size void in an a-Si network with 18% H, obtained via ECMR and DFT simulations. (Image 3 of 14)
ECMR simulations, showing the formation of an H2 molecule inside a void, of hydrogen microstructure in a-Si networks with 8% H. (Image 4 of 14)
The overall distribution of voids, shown as yellow blobs, in a network of a-Si with 8% H.
(Image 5 of 14)
The overall distribution of voids, shown as yellow blobs, in a network of a-Si with 18% H.
(Image 6 of 14)
A chain structure of SiH-SiH..SiH bonding configuration observed in a model of a-Si:H. (Image 7 of 14)
An isolated Si-H bonding configuration in a model of a-Si:H, with no H atoms within a radius of 5 Å.
(Image 8 of 14)
A clustered distribution of SiH/SiH2 bonding configurations in a model of a-Si:H at high concentration of H. (Image 9 of 14)
The structure of 13-atom Fe/Ni/Cu clusters, from a combination of hybrid Monte Carlo (HMC) and DFT simulations. (Image 10 of 14)
The structure of 30-atom Fe/Ni/Cu clusters, from HMC and DFT simulations. The corresponding structures from Cambridge Cluster Database (CCD) are shown in the lower panel. (Image 11 of 14)
The structure of 55-atom Fe/Ni/Cu clusters, from HMC and DFT simulations. The corresponding CCD structures are also presented here. (Image 12 of 14)
The presence of various structural motifs inside Pd40Ni40P20 bulk metallic glasses. (Image 13 of 14)
Participants in the 2019 NSF-HBCU Summer School on Computational Modeling of Disordered Materials, June 3-7, 2019, organized by the USM (PI: Prof. Biswas). (Image 14 of 14)

An illustration of the accelerated movement of atoms via Metadynamic simulations.