Chuang Wang,
Zhengyan Zhao,
Xicheng Wang,
Yanyan Li,
Quansheng Wu and
Yuhua Wang*
Lanzhou University, Research Institute of Environmental Materials, Department of Materials Science, Lanzhou, China. E-mail: wyh@lzu.edu.cn
First published on 15th October 2014
Eu2+ doped Ca2Si5N8 phosphors were successfully prepared by gas-pressed sintering. The red-shift of the emission band from 608 nm to the longer wavelength 622 nm of the Ca2Si5N8:Eu2+ phosphor under blue excitation has been achieved, and a large enhancement in the emission intensity has been obtained by using BaF2. XRD data revealed that the lattice of Ca2Si5N8:Eu2+ was expanded with Ba2+ ion doping. XPS results suggested that there were more Eu2+ ions incorporated into the lattice of Ba2+ doped samples than those of the undoped samples. The doping effect of Ba2+ ions has been discussed in detail.
In this paper we report the possibility to tune the emission color of Ca2Si5N8:Eu2+ by incorporating BaF2, to determine the most promising way to design new compositions that can serve as efficient phosphors in pc-LEDs with a warmer color. The luminescence and thermal quenching properties have been estimated. And the mechanism for the emission increasing and wavelength shift after BaF2 doping is discussed.
Fig. 2(a) shows the excitation spectrum (λem = 617 nm) of Ca1.85Eu0.15Si5N8. The Ca1.85Eu0.15Si5N8 phosphor exhibited a typical broad excitation band resulting from the crystal field splitting of the 5d orbital due to the 4f7-ground state to the 4f65d-excited state of the Eu2+ ion electronic transitions.23 Fig. 2(b) shows the emission spectra of the Ca2−xEuxSi5N8 phosphors synthesized at 1500 °C for 4 h excited at 460 nm. The relative emission peak originated from the transitions of the 5d to the 4f states. As the Eu2+ doping concentration increases, the relative emission intensity increases continuously. The highest emission intensity is observed for the 0.15 mol of Eu2+ sample. However, when the Eu2+ concentration exceeds 0.15 mol, there was a sudden decrease in the emission intensity due to concentration quenching.24 As the Eu2+ contents increase, the distance between the Eu2+ ions becomes smaller, which leads to the probability of energy transfer among Eu2+ ions.25 When the Eu2+ concentration increases, the emission band shifts to the red side. This may be ascribed to the lattice distortion caused by Eu2+ ions introducing the mismatch between the small Ca2+ and large Eu2+ ionic radius in the lattice.26
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Fig. 2 PLE spectrum (a) (monitored at 617 nm) and PL spectra (b) (excited at 460 nm) of the Ca2Si5N8:Eu2+ phosphor with different Eu2+ contents. |
Fig. 3 shows the XRD patterns of Ca1.95Eu0.05Si5N8 with different weight of BaF2. When BaF2 is doped, the sample is the single phase of (Ca1−xEux)2Si5N8. The positions of the peaks move to lower angles and the volumes of lattice parameters show smooth evolution as the BaF2 content increases, which means that the higher the Ba2+ content is, the larger the lattice parameters are (seen in Fig. S1 ESI†) and the Ba2+ should occupy the Ca2+ position. The crystallinity has been improved with the addition of BaF2. When 8 wt% BaF2 is added, the crystallinity of the sample reaches the highest. And the crystallinity begins to decline when the content of BaF2 exceeds 8 wt%.
Fig. 4 shows the experimental, calculated, and difference results of Rietveld refinement XRD patterns of Ca1.95Eu0.05Si5N8 with 8 wt% BaF2 at room temperature. The crystal structure of Ca1.95Eu0.05Si5N8 with 8 wt% BaF2 was analyzed by the Materials Studio program on the basis of the XRD data. The pattern factor Rp, and the weighted pattern factor Rwp, are 10.33% and 14.22%, respectively. The XRD patterns of Ca1.95Eu0.05Si5N8 with 8 wt% BaF2 obtained herein indicate that single phase is formed. The Ca1.95Eu0.05Si5N8 with 8 wt% BaF2 synthesized crystallized as a monoclinic structure with the space group of Cc. The refined structure parameters of BaF2 doped Ca2Si5N8:Eu2+ are given in Table 1.
Atom | Site | x/a | y/b | z/c |
---|---|---|---|---|
Ca1 | 0.95 | −0.00658 | 0.75426 | 0.05207 |
Ba | 0.05 | −0.00658 | 0.75426 | 0.05207 |
Ca2 | 1 | 0.61050 | 0.73056 | 0.26069 |
Si1 | 1 | 0.05412 | 0.79009 | 0.41769 |
Si2 | 1 | 0.75221 | 0.19935 | 0.34537 |
Si3 | 1 | 0.76388 | 0.51462 | 0.11491 |
Si4 | 1 | 0.35762 | 0.21081 | 0.42527 |
Si5 | 1 | 0.85405 | 0.02307 | 0.17204 |
N1 | 1 | 0.94559 | 0.55880 | 0.44382 |
N2 | 1 | 0.12258 | 0.12972 | 1.08940 |
N3 | 1 | 0.81030 | 0.25662 | 0.23980 |
N4 | 1 | 0.79107 | 0.85548 | 0.15102 |
N5 | 1 | 0.98494 | 0.98304 | 0.27838 |
N6 | 1 | 0.86102 | 0.17452 | 1.06034 |
N7 | 1 | 0.62438 | 0.04133 | 0.36236 |
N8 | 1 | 0.79600 | 0.49423 | 0.41610 |
When compared the two images of (a) Ca1.95Eu0.05Si5N8 and (b) Ca1.95Eu0.05Si5N8 with 8 wt% BaF2 in Fig. 5, we can find that the addition of the BaF2 in the host is helpful for enhancing the crystallization degree and decreasing surface defects. This indicates that the Ca1.95Eu0.05Si5N8 phosphor has a good dispersion, a regular shape, and the particle size of the synthesized powder was about 6–12 μm. The corresponding EDX spectra analysis (Fig. 5(c) and (d)) and elemental mappings (Fig. 6(a) and (b)) indicates that the products have a chemical composition of Ca, Si, O and N and Ca, Ba, Si, O and N. And the Ba2+ is incorporated into the Ca1.95Eu0.05Si5N8.
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Fig. 5 SEM and EDX spectra of the (a and c) Ca1.95Eu0.05Si5N8 and (b and d) Ca1.95Eu0.05Si5N8 with 8 wt% BaF2. |
Fig. 7 shows the excitation and emission spectra of Ca1.95Eu0.05Si5N8. It is obvious that all the spectral features of the as-synthesized samples are similar. The excitation spectra consist of three broad bands peaking at about 295, 397 and 467 nm, which mainly arise from the 4f65d1 multiplets of Eu2+ excitation states. And the remarkable enhancement of the emission intensity is observed with increasing the content of BaF2. After incorporating 8 wt% BaF2, the emission intensity reaches twice than that of the sample without BaF2. In addition, it is noticeable that the emission peak of the Eu2+ shifts to longer wavelength (608 nm to 622 nm) with increasing the concentration of BaF2. This would be beneficial to the color point tuning. The excitation, emission, centre of gravity and Stokes shift crystal filed splitting of Ca1.95Eu0.05Si5N8 with different weight of BaF2 are listed in Table 2. The enhancement can be explained by the fluxing agent (BaF2). The redshift could be explained by the fact that the Ca2Si5N8:Eu2+ structure is preserved while a part of the Ca2+ ions are replaced by the larger Ba2+ ions. To accommodate these larger cations, the distance between Ca2+ (or Eu2+) and the anions could not increase or even become slightly smaller, thus leading to the increase of the crystal field splitting, and then causing a red shift of the emission.27
Samples | λex (nm) | λem (nm) | Center of gravity (cm−1) | Stocks shift (cm−1) |
---|---|---|---|---|
Without BaF2 | 295, 397, 467 | 608 | 26![]() |
4966 |
2% BaF2 | 295, 397, 467 | 613 | 26![]() |
5100 |
4% BaF2 | 295, 397, 467 | 615 | 26![]() |
5153 |
6% BaF2 | 295, 397, 467 | 618 | 26![]() |
5232 |
8% BaF2 | 295, 397, 467 | 622 | 26![]() |
5336 |
Peak | Position BE (eV) | Atomic conc.% | Mass conc.% |
---|---|---|---|
N | 402 | 15.44 | 10.23 |
O | 536 | 21.34 | 16.16 |
N | 402 | 18.81 | 12.68 |
O | 536 | 20.56 | 15.84 |
Fig. 8 shows the XPS of Ca1.95Eu0.05Si5N8 with 8 wt% BaF2 and without BaF2. The lattice parameters are greatly affected by the occupation of Eu2+ and Ba2+ ions in the critical structure, which depends on the difference in electronegativity and ionic radii compared with the replaced ions. The two ions have a similar possibility to replace Ca2+ ions and be incorporated into the structure. However, it is well known that the vacancy formation caused by charge imbalance and lattice strain can self-limit the inclusion of guest ions into a host lattice.28 Thus there is a propensity for the ions to migrate to less strained surface sites, rather than incorporate in the crystal lattice, which can be confirmed by XPS data. In Fig. 6, the peak at about 135.6 eV attributed to Eu4d is assigned to Eu2O3 which was formed on the surface of the sample. That means more Eu2+ ions are incorporated into the lattice, lead to emission intensity increasing and red shift of the emission. Another reason is that the N/O ratio is higher in the Ca1.95Eu0.05Si5N8 with 8 wt% BaF2 sample. The nitrogen ion (N3−) has a higher effective charge compared with the oxygen ion (O2−), and the electronegativity of nitrogen (3.04) is smaller than that of oxygen (3.50). Therefore, coordinating with nitrogen would cause a stronger nephelauxetic effect (covalence), the centre of gravity of the 5d states of the activator ions shift to longer wavelength, and the crystal-field splitting larger than that in a similar oxygen environment,29,30 which leads to the red shift of the emission (Table 3).
Fig. 9(a) shows the crystal structure of Ca2Si5N8 viewed along [010] and Fig. 9(b) depicts the proposed model of substitution of Eu2+ and Ba2+ for Ca2+. Furthermore, a random ion displacement model can be used to clarify the modification of the lattice. This allows the use of an analysis similar to Vegard's law, which is an empirical law that relates the statistical substitution of a guest ion into the host lattice with the experimentally observed degree of lattice change with increasing defect ion concentration. Statistical substitution into a lattice site is predicted to lead to a lattice contraction for smaller ions and a lattice expansion for larger ions. When there are only Eu2+ ions doped in the structure, the cell lattice will be expanded, since the radius of Eu2+ ions is larger than that of Ca2+ ions. A strain may arise in the lattice around the Eu2+ ions, and may limit the stability of the Eu2+ ions that had been incorporated into the lattice. Then, when Ba2+ was doped into the structure, the Ba2+ ions with larger radius than that of Eu2+ could make the lattice expand. So more Eu2+ would incorporate into the lattice because of the larger lattice expended by Ba2+. This means that the structure doped with Ba2+ ions can make more Eu2+ ions incorporate into the lattice.
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Fig. 9 (a) Crystal structure of Ca2Si5N8 viewed along [010]. (b) The proposed model of substitution of Eu2+ and Ba2+ for Ca2+. |
Fig. 10 shows the temperature dependence of the integrated emission intensity for Ca1.95Eu0.05Si5N8 with and without 8 wt% BaF2, which shows an identical thermal stability. It is believed that thermal ionization is responsible for quenching of the luminescence of Eu2+ at high temperatures in Ca2Si5N8 host,17 because the excited 5d electrons are easily ionized by the absorption of thermal energy and entrance into the bottom of the conduction band of the host through the top of the Eu2+ excitation levels. At 200 °C, the integral emission intensity of the both phosphors is about 30% of that measured at room temperature.
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Fig. 10 Temperature dependent integrated emission intensities of Ca1.95Eu0.05Si5N8 with and without 8 wt% BaF2. (The inset show the emission spectra with increasing temperature). |
Fig. 11 represents the Commission International de I'Eclairage (CIE) chromaticity coordinates for Ca1.95Eu0.05Si5N8 with different amounts of BaF2 (0–8 wt%). With increasing the content of Ba2+, the chromaticity coordinates (x, y) vary systematically from (0.556, 0.437) to (0.591, 0.407), corresponding to color points of the samples change gradually from orange-yellow to orange-red. Therefore, it is expected that the white light with good rendering could be obtained when the tunable emission phosphors Ca1.95Eu0.05Si5N8 with different amounts of BaF2 (0–8 wt%) for white LEDs.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/c4ra04683h |
This journal is © The Royal Society of Chemistry 2014 |