Abstract:Chiral stirred optical and magnetic properties, through the doping of assembled ultrasmall metal clusters (AMCs), are promising discernment to rivet the molecule-like quantum devices. Here, the single manganese (Mn) atom doping and assembly of the gold cluster (Au 8 ), leading to the chirality driven magnetism, has been achieved through a ligandmediated growth. The X-ray absorption near edge structure and electron paramagnetic resonance studies corroborate the tetrahedral coordinated local structure of Mn dopa… Show more
“…The EXAFS spectra fittings clarify the precise local structure of Ti 4 Mn 3 -cluster, in which the first shell coordination number of the Mn ions in Ti 4 Mn 3cluster is confirmed as 6 (Figure 2c,d, Figure S10, Table S1). 33 EXAFS wavelet transform (WT) analysis has also been carried out to further verify its local structure (Figure 2e). Compared with those of Mn foil and MnO 2 , the WT plot of the Ti 4 Mn 3cluster exhibits only one scattering intensity maximun at 4.5 Å −1 , which is associated with the Mn−O coordination.…”
“…The EXAFS spectra fittings clarify the precise local structure of Ti 4 Mn 3 -cluster, in which the first shell coordination number of the Mn ions in Ti 4 Mn 3cluster is confirmed as 6 (Figure 2c,d, Figure S10, Table S1). 33 EXAFS wavelet transform (WT) analysis has also been carried out to further verify its local structure (Figure 2e). Compared with those of Mn foil and MnO 2 , the WT plot of the Ti 4 Mn 3cluster exhibits only one scattering intensity maximun at 4.5 Å −1 , which is associated with the Mn−O coordination.…”
“…For example, in the case of rechargeable batteries, many intrinsic properties of electrode/electrolyte materials, i.e., working potential window, structural stability, metal-ion diffusivity, band structure, and electronic hopping barriers can now be computed accurately with the first-principles computation methods [16][17][18][19][20][21][22] . Apart from the energy storage, DFT is widely used to study charge transport 23,24 , material interface [25][26][27] , biological system 28-30 , etc. Therefore, this report is focused on the theoretical methodologies, e.g. Hartree-Fock (HF) theory and DFT, which were earlier developed for finding the solution of many-body Schrodinger equation.…”
In recent years, the applications of first-principles density functional theory (DFT) is diversified and expanded in a wide range due to the development of robust algorithms and more powerful computer systems. In general, DFT is used in condensed matter physics, chemistry, material science and biology to predict and interpret the behaviour of complex-system at atomic-scale. Specifically, DFT is widely applied to study the effect of dopants on phase transformation, magnetic and electronic behaviour, spin and charge transport properties, etc. in material science/condensed matter physics; geometrical and electronic structure, dynamics, spectral hyperfine-interaction, excited-state, etc. in chemistry; interactive behaviour, bond formation and breaking, stabilization, etc. in the biological system. Furthermore, the solvation models are used to include a solvent for the accuracy and realistic approach. To study the physical/chemical and biological system with DFT embedded tools such as Gaussian, Vienna Ab initio software package (VASP), Quantum espresso etc., require a basic theoretical understanding of DFT. Therefore, I have summarised DFT including basis set and solvation models for easy understanding in a short time.
“…[19] Theoretical studies on nonmagnetic atom doping in magnetic clusters [20] and magnetic atom doping in nonmagnetic clusters [18] (atomicity < 12) reveal that the atom-cluster interaction mediated stability in the ground states and local electronic structures leads to an elevated magnetic moment. [6] The influence of doping on the stability patterns of Au clusters, which are based on varying numbers of electrons that can be delocalized depending on the electronic configurations of the dopant atoms, has been the subject of several theoretical and experimental research. Zhao and Park used systematic DFT simulations to examine the structure evolutions of transition metal-doped gold clusters MAu12 (M = 3d-5d).…”
The tetrahedral paramagnetic di-cobaltous complex is an important class of coordination compounds that have many applications in various fields such as catalysis, single molecular magnet (SMM), and spintronics[1], using BP86 functional[24] with def2-TZVP[25], basis set, while the broken symmetry theoretical method was conducted by B3LYP functional, the reactivity of the synthesized paramagnetic di cobaltous [Co2LI2OH] + complex[2] can be enhanced by the lowering HOMO-LUMO gap effect of oxo bridging ligand instead hydroxo ligand, also from the different theoretical approaches for calculating the exchange coupling constant to tetrahedral paramagnetic di-cobaltous complex, we found that the best approach was achieved by Noodlman treatment[3], also for such chemical environments the best calculated spin population was generated by Mulliken spin analysis.
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