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Q. Du et al. / Journal of Alloys and Compounds 552 (2013) 152–156
of (331) and (511) are inexistent in Fig. 1, which confirm the
absence of pyrochlore phases. Therefore, the Y2Zr2O7, Y2Zr2O7:Dy
and Y2Zr2O7:Dy, Li samples are of fluorite structure.
Fig. 2 shows the typical scanning electron microscope (SEM)
images of (a) pure Y2Zr2O7, (b) Y2Zr2O7:Dy and (c) Y2Zr2O7:Dy, Li
samples. The pure Y2Zr2O7 powders exhibit a uniform dispersion
of the particles. The Y2Zr2O7 and Y2Zr2O7:Dy particles in Fig. 2(a)
and (b) are irregular in shape and have pseudospherical morphol-
ogy, which are closely packed due to agglomeration. In addition, it
can be found that some pores and voids are in the as-prepared
samples. This phenomenon was probably induced due to the
escaping gases and a fast aggregation process, during the very ra-
pid combustion reaction. Evidence of a flux effect by Li+ is clearly
seen in Fig. 2(c), wherein the Dy3+ and Li+ co-doped powders shows
fibrous reticulated mesh like crystallites of up to ꢀ1
lm, compared
to <200 nm for the unmodified phosphor. In addition, the elemen-
tal analysis was carried out by using energy dispersive X-ray spec-
trometer (EDS). Because the lithium atomic number is too small, it
cannot be characterized by the EDS spectra. The EDS result of Y2-
Zr2O7:2%Dy3+ sample in Fig. 2(d) reveals that the sample contains
yttrium, zirconium, oxygen, and dysprosium elements, no other
impurities were detected. Furthermore, the atomic ratio measure-
ment of the given elements from the EDS spectrum presents Y/Zr/
O = 1.07:1:3.25, close to Y/Zr/O = 2:2:7, which demonstrates that
the sample probably is composed of Y2Zr2O7. To the 2 mol% Dy3+
-
doped Y2Zr2O7, the actual Dy3+ concentration estimated by
Fig. 2d is 1.32 mol%, indicating the presence of appropriate Dy3+
ions incorporated into the phosphor.
3.2. Luminescent properties
Photoluminescence excitation and emission spectra for Y2Zr2-
O7:Dy3+ phosphors are shown in Fig. 3. The excitation spectra
(Fig. 3(a)) in the range of 200–500 nm consist of several excitation
peaks ascribed to different transitions from ground state (6H15/2) to
various excited states of Dy3+ ions, which are centered at 297 nm
(6H15/2 ? 4D7/2), 325 nm (6H15/2 ? 6P3/2), 351 nm (6H15/2 ? 6P7/2),
364 nm (6H15/2 ? 4D5/2), 387 nm (6H15/2 ? 4M21/2), 425 nm (6H15/
2 ? 4G11/2), and 452 nm (6H15/2 ? 4J15/2), respectively [22–24].
The excitation maximum was located at 351 nm. Fig. 3(b) shows
emission spectra of Y2Zr2O7:x%Dy3+ (x = 0.5, 1, 2, 3, 4, 5) under
351 nm excitation. It shows no significant change in the emission
shape or position with increasing the Dy3+ doping concentration
except for the PL intensity. The 351 nm wavelength excites Dy3+
Fig. 3. The excitation spectrum (kem = 578 nm) and the emission spectra (kex = 351 -
nm) spectra of Y2Zr2O7:Dy. The inset of b is the evolution of the emission intensities
as a function of the Eu3+ doping concentration.
Dy3+ ions [28,29]. The concentration-quenching behavior is in-
duced mainly by the energy transfer between Dy3+ ions in the
phosphor [30]. According to the Dexter theory, the emission inten-
sity (I) per activator ion follows the equation:
6
ions resonantly to P7/2 state and then quickly relaxes non-radi-
4
4
I=x ¼ Kð1 þ bðxÞh=3Þꢁ1
ð1Þ
atively to F9/2 level. Radiative emission takes place from F9/2 to
6
6
the lower levels H15/2 (blue band at 485 nm) and H13/2 (yellow
band at 578 nm) [25,26]. It is well known that the 4F9/2 ? 6H15/2
transition is mainly magnetically allowed and hardly varies with
where x is the activator concentration, K and b are constants under
the same excitation condition for a given host crystal. Among the
concentration quenching caused by the multipolar interaction, the
dipole–dipole (d–d), dipole–quadrupole (d–q), or quadrupole–
quadrupole (q–q) interaction correspond to h = 6, 8, 10, respectively
[31]. Since the critical concentration of Dy3+ has been determined as
2 mol%, the phosphor with the doping Dy3+ concentration which is
not less than the critical concentration (2 mol%) is determined. The
curve of the selected Y2Zr2O7:Dy phosphor based on the emission
spectra and Eq. (1) is shown in Fig. 4. The electric multipolar char-
acter (h) can be obtained by the slope (ꢁh/3). It can be seen that the
plot is approximately linear and the slope is about ꢁ2.53. Thus, the
h value can be calculated as 7.6 (approximately equal to 8) accord-
ing to the linear fitting by using Eq. (1). The result indicates that the
dipole–quadrupole (d–q) interaction is the dominant mechanism
for the concentration quenching of Dy3+ ions emission in Y2Zr2O7:-
Dy phosphor.
the crystal field strength around the Dy3+ ion. However, the F9/
4
2 ? 6H13/2 transition is a forced electric dipole transition being pre-
dominant only at low symmetries with no inversion center [27]. In
the Dy3+-doped Y2Zr2O7 samples, Dy3+ ion is assumed to substitute
for the Y3+ ion, because of the same valence and similar ion radius
for Dy3+ (0.908 Å) and Y3+ (0.9 Å) ions. The emission intensity of the
blue emission is stronger than that of the yellow one in the inves-
tigated phosphors, which indicates that there is very little devia-
tion from inversion symmetry.
Doping concentration can affects the performance of lumines-
cent materials significantly. The inset of Fig. 3(b) describes the
variation of the PL intensity with the doping concentration. It can
be seen clearly that the optimal doping concentration of Dy3+ is
2 mol%. Lower doping concentration leads to weak emission inten-
sity because there are no sufficient luminescent centers. However,
if the doping concentration is higher than the critical value, the
intensity decreases due to the concentration quenching effect of
Fig. 5 displays the emission spectra of Y2Zr2O7:2%Dy3+, y%Li+
phosphors (y = 5, 10, 15, 20, 25). The co-doped samples also show