2017
DOI: 10.1039/c7ce00203c
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Surfaces and morphologies of covellite (CuS) nanoparticles by means of ab initio atomistic thermodynamics

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Cited by 44 publications
(24 citation statements)
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“…The optimized cell parameters for CuS bulk were a = 3.782 Å and c = 16.290 Å, i.e. in excellent agreement with the experiment (a = 3.794 Å and c = 16.341 Å) [100] and previous ab initio studies (a = 3.791 Å and c = 16.400 Å) [76]. Geometries of the relaxed CuS bulk, CuS(001) surface, NH2-MIL-110(Cr), and NH2-MIL-101(Cr)@CuS(001) nanohybrid photocatalysts used in our calculations are shown in Fig.…”
Section: Results From Dft Calculationssupporting
confidence: 80%
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“…The optimized cell parameters for CuS bulk were a = 3.782 Å and c = 16.290 Å, i.e. in excellent agreement with the experiment (a = 3.794 Å and c = 16.341 Å) [100] and previous ab initio studies (a = 3.791 Å and c = 16.400 Å) [76]. Geometries of the relaxed CuS bulk, CuS(001) surface, NH2-MIL-110(Cr), and NH2-MIL-101(Cr)@CuS(001) nanohybrid photocatalysts used in our calculations are shown in Fig.…”
Section: Results From Dft Calculationssupporting
confidence: 80%
“…To compute the acceptable bandgap energy con-sistent with the experiment, the PBE0 [74] hybrid functional was employed, which is implemented in the VASP code, as the literature has already shown that this functional predicts more accurate band gaps for Metal-Organic Frameworks (MOFs) [75]. Since the most stable surface of CuS nanoparticles is the CuS(001) with Cu/S termination, which is the dominant surface observed on hexagonal-shaped CuS nanoparticles [76], we have investigated the interaction of the CuS (1) surface with NH2-MIL-110(Cr). Brillouin zone integrals were approximated using the Monkhorst-Pack [77] scheme with the k-point density grid of 11 × 11 × 1 for the structural and density of state (DOS) calculations.…”
Section: Density Functional Theory (Dft) Methodologymentioning
confidence: 99%
“…The surface free energy related with the experimental conditions can make it accessible to investigate the morphology evolution on the basis of the Wulff construction . The surface energy γCo(hkl)0 for a clean Co( hkl ) surface is defined as the energy per unit area required for forming the surface relative to the bulk using the following equation: trueγCo(hkl)0=ECohkl-nCoECobulk/0.0pt2A …”
Section: Methodsmentioning
confidence: 99%
“…Other names, not incorrect but also perhaps adding to the confusion, exist for the thermodynamic Wulff construction, such as “the equilibrium Wulff construction” [ 73 – 76 ], “the Gibbs-Wulff construction” [ 77 81 ], “the original Wulff construction” [ 82 ], “the classical Wulff construction” [ 14 , 67 , 83 88 ], and “the traditional Wulff construction” [ 89 ]. Lastly, the “atomistic Wulff construction” terminology is not quite correct in the instances where the shape is derived from continuum approaches; alternative naming, or simply no specific name [ 60 , 63 ] should be used.…”
Section: Wulff and Wulff-related Constructionsmentioning
confidence: 99%