Abstract

This article reports the crystal structure, impurity formation energy, electronic property, magnetic property, and dopant configuration site dependence of ferromagnetic temperature Tc of anatase (Ti15FeO32, Ti14Fe2O32, and Ti13Fe3O32) by first-principles calculations based on density functional theory (DFT) with Hubbard onsite correction (DFT+U). The estimated formation energy validated the structural stability of the Fe-doped TiO2 with 2.08% (Ti15FeO32), 4.17% (Ti14Fe2O32), and 6.25% (Ti13Fe3O32) concentrations at the Ti sites. The electronic structure analysis reveals that the bandgap in the doped system changed from a wide bandgap of 3.23 eV (pristine TiO2) to slightly lower bandgaps of 3.13, 3.08, and 3.04 eV with Fe concentrations of 2.08%, 4.17%, and 6.25%, respectively. The calculated partial density of states also show the hybridization of O with 2p- and Fe 3d-orbitals near the conduction band minimum and generate the impurity energy level reducing the bandgap. Furthermore, the estimated Curie temperature (Tc) varied depending on the Fe–Fe interactions, the concentration of the Fe dopants, and doping sites. For instance, Tc is calculated to be 343.57 K for 2.08% Fe at the symmetric point of the crystal while estimated to be 323.84 and 393.297 K for 4.17% at the nearest neighbor and the next-nearest neighbor configurations. Due to the increase of the Fe concentration to 6.25%, the calculated Tc monotonically improved to 342.5 and 513.174 K at the nearest neighbor and the next-nearest neighbor of the Fe-site, respectively. These indicate that all the calculated findings estimate the ferromagnetic transition temperature Tc to above room temperature. Moreover, the system’s total magnetization reveals the augmentation of a number of unpaired electrons as a result of rise in oxygen vacancies and, hence, there could be more holes when the Fe content gets higher, perhaps generating more bound magnetic polarons that favor the critical temperature, Tc.

Highlights

  • Dilute magnetic semiconductors (DMSs) are gaining attention because of their potential use in spintronic devices.1,2 They are well understood as combining the characteristics of semiconducting and ferromagnetism, sparked widespread interest in the realm of materials research

  • This article reports the crystal structure, impurity formation energy, electronic property, magnetic property, and dopant configuration site dependence of ferromagnetic temperature Tc of anatase (Ti15FeO32, Ti14Fe2O32, and Ti13Fe3O32) by first-principles calculations based on density functional theory (DFT) with Hubbard onsite correction (DFT+U)

  • As the Fe concentration is further increased to 4.17%, the bandgap lowers to 3.077 eV and there is a slight shift of the band edge, and a direct bandgap is formed; in addition, a new impurity level is generated in between the valence band maximum (VBM) and conduction band minimum (CBM) as clearly observed from the calculated band structure [see Fig. 5(c)]

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Summary

INTRODUCTION

Dilute magnetic semiconductors (DMSs) are gaining attention because of their potential use in spintronic devices. They are well understood as combining the characteristics of semiconducting and ferromagnetism, sparked widespread interest in the realm of materials research. Rodriguez-Torres et al. used a microemulsion Fe3+ at Ti4+ method to make nanoparticles of the Fe-doped TiO2 anatase phase, and the x-ray absorption approach verified the existence of Fe3+ at the Ti4+ site in the TiO2 system They discovered that electronic imperfections, including oxygen defects and magnetic ions, alter ferromagnetic ordering using Mössbauer and magnetic measurements. Santara et al. used a solvothermal technique to make Fe-doped TiO2 nanoribbons mixed-phase rutile and anatase, reported the formation of oxygen vacancies, and incorporated Fe concentration in a high RTFM. Their findings suggest that RTFM would decrease with the Fe concentration owing to super-exchange interaction. There will be a detailed treatment of Tc based on site dependent Fe doping in TiO2 DMSOs

Crystal structure of TiO2
Computational details
Parameter optimizations
Structural stability
Electronic structures
Magnetism of Fe-doped TiO2
Above room-temperature ferromagnetism
CONCLUSION
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