9
0
X. Wu et al. / Journal of Alloys and Compounds 580 (2013) 88–92
Fig. 3. Schematic diagram for the upconversion mechanism of Er3+ ions under an
excitation of 980 nm.
Fig. 4. CIE chromaticity coordinates of the KNN:Er-x ceramics.
very bright green spot on the sample during the measurement
(Fig. 2a). Probably due to the increase in the defect density and
concentration-quenching effect [20], the PL intensity decreases at
x > 0.02. Above the critical concentration for quenching (i.e.,
3
+
2
mol% for the KNN:Er-x ceramics), the inter-distance of Er be-
comes shorter and the transfer of non-radiative energy from one
to another becomes easier, having a probability larger than that
of radiative emission. As a result, the radiative emission is
quenched and the PL intensity decreases. According to Blasse, the
c
critical distance R between the activators for energy transfer can
be estimated by [21]:
ꢀ
ꢁ
1
3
3
V
R
c
ꢃ 2
ð1Þ
C
4pX Z
where V is the volume of the unit cell, X
c
is the critical concentration
of the activator, and Z is the number of host cations in the unit cell.
3
By using V ꢃ 126.9 Å and Z = 2 for the KNN host [22] and X
observed from our samples), R is calculated to be about 18.2 Å.
As shown in the enlarged PL spectra (Fig. 2b and c), the KNN:Er-
c
= 0.02
(
c
x ceramics also exhibit two emission bands at 487 nm (blue) and
Fig. 5. Raman spectra of the KNN:Er-x ceramics excited by 488 nm.
4
4
6
and
60 nm (red), which are attributed to the transitions
F
7/2 ? I15/2
4
4
F9/2 ? I15/2, respectively (Fig. 3). Unlike the green emission
4
bands, the intensities of these two bands are low, in particular
for the blue emission band that has rarely been reported for the
Er-doped systems. As illustrated in Fig. 3, the upconversion process
On the other hand, due to the large band gap between S3/2 and
4F9/2, there is only a small amount of Er in the F9/2 level, and thus
3+
4
leading to the weak emission band at 660 nm for the KNN:Er-x
ceramics with x 6 0.01. As x increases, the inter-distance of Er de-
creases and the ET process becomes more effective. For example,
involves the excitation of Er3 in the I15/2 ground level to the F7/2
level, via the ground state absorption (GSA) following by excited
state absorption (ESA) or cooperative energy transfer (ET). Due to
+
4
4
3+
3
+
4
7/2 level may interact with those in the 4
Er in the
F
I
11/2 level,
3
+
4
inducing an ET process between the two transitions 4F7/2 ? F9/2
4
the small energy gaps, the excited Er in the F7/2 level will decay
2
11/2 and then 4
4
4
3+
4
non-radiatively to the
H
S
3/2 level very quickly by
and I11/2 ? F9/2. As a result, the population of Er in the F9/2 le-
vel increases and the red emission at 660 nm is enhanced. The re-
sults also suggest that the large increase in PL intensity of the green
bands at x = 0.02 should be partly attributed to the effective energy
multi-phonon relaxation. As a result, the probability for the excited
Er relaxing radiatively from the 4
3
+
F
7/2 level directly to the I
15/2
4
ground level becomes very low. The corresponding emission is
then very weak and hard to be observed unless the population of
3
+
transfer between different Er . Owing to the enhancement of the
red emission, the Commission Internationale de L’Eclairage (CIE)
chromaticity coordinates (X, Y) of the KNN:Er-x ceramics show a
red shift (Fig. 4), changing from (0.2402, 0.7355) at x = 0.005 to
(0.3443, 0.6245) at x = 0.03. Nevertheless, the color remains as yel-
lowish green because of the strong green emission.
3
+
4
Er in the F7/2 level is very large or the overall PL intensity is very
strong. Accordingly, the observation of the blue emission band in
this work attests the strong PL intensity of the KNN:Er-x ceramics.
It should be noted that the quenching concentration of Er3 for pro-
ducing such a strong PL intensity is only 2 mol%, which is lower
than those for the other Er-doped ferroelectrics, e.g. 3 mol% for
+
The Raman spectra of the KNN:Er-x ceramics are shown in Fig. 5.
ꢁ1
Er-doped KNbO
films [24], and 5 mol% for Er-doped 0.75Pb(Mg1/3Nb2/3)O
.25PbTiO
KNN:Er-x ceramics have a higher pumping efficiency, which should
3
polycrystalline [23], 3 mol% for Er-doped BaTiO
3
All the ceramics exhibits three main scattering peaks at 258 cm
ꢁ1
ꢁ1
3
–
(
m
5
), 614 cm
due to the similar ionic radius of Er and Na , the scattering peak
does not shift towards higher frequencies [25]. Moreover, no
splitting of the coupled peak ( ) is observed, suggesting that
(
m
1
) and 860 cm
1 5
(m + m ), respectively. Probably
3
+
+
0
3
transparent ceramics [8]. This suggests that the
m
1
be partly due to the uniform distribution of Er3
+
.
1 5
m + m