| Literature DB >> 35897619 |
Wei-Hong Huang1, Hao-Keng Wei1, Nguyen Nhat Quyen1, Pei-Tsung Yang1, Yi-Cheng Cheng1, Yu-Ting Wang1, Ying-Kuan Ko1, Chien-Ming Tu1, Atsushi Yabushita1, Chih-Wei Luo1,2,3,4.
Abstract
A complete temperature-dependent scheme of the Mn3+ on-site d-d transitions in multiferroic hexagonal HoMnO3 (h-HoMnO3) thin films was unveiled by energy-resolved ultrafast spectroscopy. The results unambiguously revealed that the ultrafast responses of the e1g and e2g states differed significantly in the hexagonal HoMnO3. We demonstrated that the short-range antiferromagnetic and ferroelectric orderings are more relevant to the e2g state, whereas the long-range antiferromagnetic ordering is intimately coupled to both the e2g and e1g states. Moreover, the primary thermalization times of the e2g and e1g states were 0.34 ± 0.08 ps and 0.38 ± 0.08 ps, respectively.Entities:
Keywords: antiferromagnetic ordering; ferroelectric ordering; multiferroic manganites; ultrafast spectroscopy
Year: 2022 PMID: 35897619 PMCID: PMC9332413 DOI: 10.3390/ma15155188
Source DB: PubMed Journal: Materials (Basel) ISSN: 1996-1944 Impact factor: 3.748
Figure 1Stationary absorption spectrum of a hexagonal HoMnO3 thin film and the laser spectrum used in this study. The inset shows the electronic levels of the five-fold coordinated Mn3+ ion in the MnO5 trigonal bipyramidal field of the five surrounding O2− ligands.
Figure 2(a,b) Two-dimensional plots of the transient difference transmittance ΔT/T at temperatures below (35 K) and above (100 K) TN. (c) Time-resolved ΔT/T spectra at different delay time between the pump and probe pulses at 35 K (blue) and 100 K (red). The horizontal gray lines show where ΔT/T = 0. The solid and hollow dots represent the boundary of d-d transitions, and the solid and hollow dots respectively indicate the time-resolved Edd2 (e2g → a1g) and Edd1 (e1g → a1g) transitions. The dashed lines are guides for eyes to represent the time evolution of these transitions.
Figure 3Time evolution of Mn3+ on-site d-d transition of (a) Edd1 (e1g → a1g) and (b) Edd2 (e2g → a1g) at different temperatures.
Figure 4Fitting results of the Edd1 (e1g → a1g) and Edd2 (e2g → a1g) spectra in Figure 3 obtained by using Equation (1). (a,d) Amplitudes E1 and E2, (b,e) relaxation times and of Edd1 and Edd2 spectra at various temperatures. (c,f) The constant term of Equation (1) for the energy relaxations in Edd1 and Edd2 spectra. The black dashed lines indicate TN.