N.
Kunkel
*a,
A.
Meijerink
b,
M.
Springborg
ac and
H.
Kohlmann
*d
aFR 8.1 Saarland University, P. O. Box 151150, 66041 Saarbrücken, Germany. E-mail: n.kunkel@mx.uni-saarland.de
bDebye Institute, Utrecht University, P. O. Box 80 000, 3508 TA Utrecht, The Netherlands
cSchool of Materials Science and Engineering, Tianjin University, Tianjin, 300072, People’s Republic of China
dLeipzig University, Johannisallee 29, 04103 Leipzig, Germany. E-mail: holger.kohlmann@uni-leipzig.de
First published on 28th April 2014
Bright luminescence of Eu(II) doped into the cubic perovskites KMgH3 and mixed crystal compounds LiBaxSr1−xH3 was observed and assigned to the 4f65d–4f7 emission of Eu2+. KMgH3:Eu2+ shows an extremely bright yellow emission, whereas the wavelength of the emission maximum in LiBaxSr1−xH3:Eu2+ depends on the value of x and ranges from yellow to green. Furthermore, an extremely wide red shift in the emission energy is observed for the orthorhombically distorted perovskite NaMgH3:Eu2+. Additionally, we review the crystal structure of KMgH3 using density functional calculations.
Within this work we studied Eu(II) luminescence in the perovskite-type compounds KMgH3, NaMgH3 and LiBaxSr1−xH3. KMgH3 has been prepared before8,9 and was assumed to be isotypic to the fluoride compound KMgF3 which crystallizes in the cubic perovskite structure type (see Fig. 1). However, unambiguous structure determination using neutron diffraction has not been carried out to the best of our knowledge. In the fluoride compound, 6I emission of Eu2+ was observed10 and explained by the small crystal field splitting and the high energetic position of the barycenter of the 5d levels. It was also shown spectroscopically from analysis of the number of Stark components of the f–f transition and symmetry analysis that Eu(II) occupies the monovalent K+-site.11,12 NaMgH3 crystallizes in an orthorhombically distorted perovskite structure in the space group Pnma (see Fig. 2) isotypic to GdFeO3.13 In the closely related fluoride compound NaMgF3 a strong 4f–4f line emission and a weak 5d–4f band emission in the ultraviolet were observed.12,14 Analysis of the Stark components of the f–f transition also indicated that Eu2+ is located at the Na+ site.11
Fig. 2 The crystal structure of the orthorhombic perovskite NaMgH3 in the GdFeO3 type structure according to ref. 13. |
The mixed crystals LiBaxSr1−xH3:Eu2+ crystallize in the inverse cubic perovskite type, which has been shown before for the end members of the series using neutron diffraction.6,15
In contrast to Eu2+ luminescence in fluoride host lattices crystallizing in the perovskite structure type,7,10 the only hydrides that have been investigated so far are LiMH3 (M = Sr, Ba).6 Our present studies aim at investigating further examples of hydridic perovskites as host lattices for Eu2+ luminescence, in order to gain a more systematic classification.
Due to moisture and air-sensitivity, all utilized hydrides, metals and alloys were handled in an argon-filled glove box. Since the products are ionic hydrides, they are relatively stable against temperature if handled under an inert gas or hydrogen atmosphere. LiBaxSr1−xH3 are stable up to at least 450 °C, whereas KMgH3 and NaMgH3 are stable up to approximately 300 °C. Higher temperature stabilities are obtained using elevated hydrogen pressures.
Structures were characterized via X-ray powder diffraction (for details see ESI†).
Photoluminescence emission and absorption spectra were measured on an Edinburgh Instruments FLS920 spectrofluorometer equipped with a double monochromator according to Czerny–Turner (300 mm focal length) for the excitation beam, a monochromator for UV/vis detection, a 450 W xenon lamp for sample excitation and a photomultiplier tube R928P (Hamamatsu) for detection. Measurements at low temperatures were carried out using an Oxford liquid helium flow cryostat. If not indicated otherwise, spectra were corrected for lamp intensity and photomultiplier sensitivity. Luminescence decay curves were measured under pulsed excitation with an Edinburgh 376.8 nm pulsed diode laser with 65 ps pulses. Due to moisture and air sensitivity, samples were enclosed in sealed silica tubes of 0.5–1 cm diameter. A single exponential function was used for analysis of the luminescence decay curves, neglecting the small deviation from single exponential within the higher temperature range (faster initial decay).
Electronic structure calculations of KMgH3 in the normal and inverse cubic perovskite structure type were performed using the Vienna ab initio simulation package (VASP)16,17 together with PAWs.18 Exchange-correlation effects were treated with the generalized gradient approximation of Perdew and Wang19 and evaluation of the electronic properties was carried out using the tetrahedron method with Blöchl corrections.20 Brillouin zone integration was performed over a Γ-centered 15 × 15 × 15 Monkhorst–Pack grid.21 A cut-off of 600 eV was applied for the plane-wave expansion of the electronic orbitals, forces were converged to 0.1 meV Å−1 and the criterion for electronic convergence was 0.01 meV. Potential curves were evaluated using VASP within the ASE atomic simulation environment.22
Fig. 3 KMgH3:Eu2+ (1.0 mol%) sealed in a silica ampoule in daylight (top) and under UV excitation (360 nm, bottom). |
DFT calculations show that the normal cubic perovskite structure type is energetically favored compared to the inverse cubic perovskite structure type (see Fig. 4). Calculated and experimentally determined unit cell volumes are in good agreement (Fig. 4 and Table 1).
Fig. 4 Calculated potential curves for KMgH3 in the normal and the inverse cubic perovskite structure type. |
KMgH3:Eu2+a = 403.179(7) | |
Eu/K–H | 285.091(5) |
Mg–H | 201.589(4) |
In the normal cubic perovskite type AIMIIX3, M is octahedrally coordinated by six hydrogen atoms, whereas the coordination of A is a cuboctahedral arrangement of twelve hydrogen atoms. As the difference in radii for Mg2+ and Eu2+ is rather large, whereas the radius of Eu2+ is close to that of K+,23 europium is assumed to occupy the site of potassium which has the symmetry mm. This assumption is in agreement with the observation of Eu(II) on the K+-site in KMgF3.11
Assuming a statistical occupation of the potassium site by europium and potassium, the interatomic distances (listed in Table 1) are obtained from room temperature X-ray powder diffraction (XRPD) measurements.
Temperature dependent XRPD data of KMgH3 from 20 to 200 K also show that a phase transition at low temperature can be excluded (see Fig. 1 of the ESI†). The temperature dependent lattice constants are listed in Table 2. Between 20 and 200 K the temperature dependence can be described via polynomials of second order, a(T) = a0 + a1T + a2T2 with a0 = 400.90(2) pm, a1 = 0.0011(5) pm K−1 and a2 = 1.4(2) × 10−5 pm K−2. A linear regression of the lattice parameter a between 20 and 100 K yielded a coefficient for linear expansion of 7.4(9) × 10−6 pm K−1.
T/K | a |
---|---|
20 | 400.95(2) |
40 | 400.95(2) |
60 | 401.00(2) |
80 | 401.07(2) |
100 | 401.16(1) |
200 | 401.68(3) |
Luminescence spectra exhibit broad band emission and excitation bands which we assigned to the parity-allowed electric dipole transitions between the 4f65d and the 4f7 levels of Eu(II). The emission maximum is at about 565 nm. In Fig. 5 temperature-dependent emission spectra are shown. With decreasing temperature, emission intensities increase significantly.
The replacement of K+ by Eu2+ requires charge compensation. However, charge compensation by nearby K+ vacancies will lead to different local environments around Eu2+ and lower the symmetry. The observation of a slightly unsymmetrical peak shape with a shoulder on the longer wavelength side indicates the presence of overlapping emission bands and thus different local environments around Eu2+.
The strong increase in the emission intensities with decreasing temperature is in good agreement with the observation of a quenching temperature of approx. 240 K.
The temperature-dependence of the lifetimes and emission intensities are shown in Fig. 6 and the excitation spectrum at 4 K in Fig. 5 of the ESI.†
The small offset in the intensities between 150 and 170 K compared to the lifetimes is due to small fluctuations in temperature while heating and cooling the cryostat. No fine structures are visible at low temperatures, an observation which indicates a rather large Huang–Rhys coupling parameter. Lifetimes at low temperatures are approx. 700 ns, which is slightly smaller than the expected decay times of 1–1.4 μs for Eu2+ emission around 560 nm.24 As discussed in ref. 6, the slightly shorter decay time might be caused by the higher refractive index n of hydrides compared to most oxides, which leads to an increase of the radiative decay rate.
Assuming a statistical occupation of the sodium site by europium and sodium, the following average interatomic distances are obtained from room temperature XRPD measurements. Since several Mg–H and Na–H distances exist, average distances are given in parenthesis (Table 3).
NaMgH3:Eu2+a = 546.85(1), b = 771.12(2), c = 541.92(1) | |
Eu/Na–H | 227.368(5)–300.820(5) (av. 263.311(5)) |
Mg–H | 196.148(5)–197.877(5) (av. 197.110(5)) |
With decreasing temperature the emission intensities increase significantly (see Fig. 7).
The observation of a second maximum at 700 nm in Fig. 7 might be an instrumental artefact due to variations in the detector response and monochromator through-put in this spectral range. NaMgH3:Eu2+ (1.0 mol%) shows an emission at about 680 nm which is, next to Eu(II) luminescence in alkaline earth metal hydrides,5 one of the widest redshifts for Eu(II) emission ever reported. The wide FWHM of the emission peak and the shoulder on the longer wavelength side might be due to the existence of slightly different local environments around Eu2+ which are caused by charge compensation. Even at 4 K, decay curves do not show a single exponential behavior and lifetimes are extremely short, indicating that the emission is still quenched to a large extent.
x | nr. of phases | a [pm]/ε0 | λ em [nm]/FWHM [nm] |
---|---|---|---|
0.0 | 1 | 383.498(3)/0.049(7) | 580(98) |
0.193 | 1 | 387.536(4)/0.169(3) | 581(105) |
0.298 | 1 | 389.81(2)/0.250(5) | 579(105) |
0.351 | 1 | 391.21(1)/0.23(1) | 582(108) |
0.492 | 3 | 401.02(1)/0.15(2) | 560(107) |
396.98(1)/0.57(2) | |||
385.15(1)/0.17(5) | |||
0.642 | 3 | 401.62(1)/0.121(9) | 565(113) |
398.5(1)/0.37(3) | |||
386.68(4)/0.09(1) | |||
0.89 | 1 | 401.250(3)/0.107(2) | 533(88) |
1.0 | 1 | 402.284(3)/0.035(1) | 524(87) |
Luminescence properties of the end members are described in ref. 6 and will therefore not be discussed here any further. It is remarkable that the mean strain value ε0, as well as the FWHM of the emission band, have their highest values for the samples with several perovskite phases. In these multiphase mixtures, the strain is largest for those phases with intermediate lattice parameters. This is in accordance with the assumption of a solid solution series, in which the maximum of the micro strain is expected for a strontium to barium ratio around one.
Room temperature luminescence emission spectra for the pure samples with x = 0.193, 0.298, 0.351 and 0.89 are shown in Fig. 8.
Fig. 8 Luminescence excitation (left) and emission spectra (right) of LiBaxSr1−xH3:Eu2+ (0.5 mol%) at room temperature. |
Up to x = 0.351 almost no change in the emission maximum is observed compared to LiSrH3:Eu2+, indicating a preferred occupation of a strontium-rich environment by Eu2+.
Compound | Emission onset (nm) | Emission max. (nm) | Coordination nr., polyhedron and Eu–H distance (pm) (av. (pm)) |
---|---|---|---|
LiBaD3(Ba) | 483 | 528 | Cuboctahedron (CN 12), 283.7 |
LiBaH3(Ba) | 485 | 530 | Cuboctahedron (CN 12), 284.5 |
LiSrD3(Sr) | 528 | 575 | Cuboctahedron (CN 12), 270.5 |
LiSrH3(Sr) | 530 | 565 | Cuboctahedron (CN 12), 271.2 |
KMgH3(K) | 538 | 565 | Cuboctahedron (CN 12), 285.1 |
NaMgH3(Na) | 580 | 680 | Dicapped distorted cube (CN 10), 227.4–300.8 (263.3) |
SrH2 | 637 | 728 | Distorted tricapped trigonal prism (CN 9), 234–284 (260) |
BaH2 | 603 | 765 | Distorted tricapped trigonal prism (CN 9), 254–296 (279) |
CaH2 | 670 | 765 | Distorted tricapped trigonal prism (CN 9), 205–270 (234) |
Generally, as already shown in ref. 6, Eu2+ emission energies in hydride host lattices are shifted to longer wavelengths compared to similar fluoride host lattices. This shift is mainly caused by the strong nephelauxetic effect of the hydride ligand. A decrease in the interatomic Eu–H distance leads to a shift to longer wavelengths, except for BaH2 and KMgH3. For BaH2 anomalous emission was given as an explanation.5 In KMgH3 the emission wavelength is slightly longer than expected based on the comparison of interatomic distances. However, here Eu(II) is presumed to occupy a monovalent lattice site whereas for all other lattices except NaMgH3 an occupation of a divalent lattice site is expected. Possible charge compensations in KMgH3 caused by Eu2+ doping may lead to local distortions that are not considered here. Equivalent to KMgH3, local distortions in NaMgH3 may be the reason for the observation of the extremely long emission wavelength and the low quenching temperature. Clearly, further investigations are necessary, in order to evaluate and extend the preliminary conclusions of factors governing Eu(II) based luminescence in metal hydrides drawn here.
Footnote |
† Electronic supplementary information (ESI) available: Experimental details and additional luminescence spectra. See DOI: 10.1039/c4tc00644e |
This journal is © The Royal Society of Chemistry 2014 |