L4
T. Fujii et al. / Journal of Alloys and Compounds 393 (2005) L1–L5
In order to know the coordination circumstance change of
molten chlorides in terms of the absorption transition prob-
ability, we evaluated the oscillator strength for our results
shown in Figs. 1 and 2. The oscillator strength can be defined
as,
ꢁ
9n
(n2 + 2)2
f = 4.319 × 10−9
ε(ν)dν
(1)
where ε(ν) is the molar absorptivity at energy ν (cm−1) and n
available for molten LiCl [5], KCl [5], NaCl [5], CsCl [5],
and CaCl2 [6]. For the mixed molten chlorides, the refractive
indexes were estimated by a linear interpolation between the
values of pure component melts [7]. Tables 1 and 2 show
the calculated oscillator strengths. The molar absorptivities
at 589 nm are shown together.
As shown in Fig. 3, the energy difference between transi-
tions (I) and (I*), as well as that between transitions (II) and
(II*), is equal to the energy difference between two levels as a
result of the splitting of the ground level, ꢀE(4I9/2). In a sim-
ilar manner, the energy difference between transitions (I) and
(II), as well as that between transitions (I*) and (II*), is equal
to the splitting of the excited level, ꢀE(4G5/2). The electric
field given by the octahedral coordination of Cl− promotes
the splitting of these terms, and thus the change on ꢀE can
be used as a probe for the change of the coordination sym-
metry of NdCl63−. Although some have studied ꢀE values
Fig. 4. Temperature dependence of molar absorptivity of Nd(III) in LiCl,
LiCl–KCl eutectic, or NaCl–2CsCl eutectic.
of the coordination circumstance of Nd(III) in LiCl–CsCl
mixture possibly occurs in the [Li]/[Cs] region from 60/40
to 100/0. Structure of the molten LiCl–CsCl, which possibly
influences the coordination status of dissolved Nd(III), have
been studied by neutron diffraction analysis [9] and Raman
spectroscopic analysis [10]. A difference in the melt structure
has been pointed out between the Cs+-rich mixture and the
Li+-rich mixture [10]. This structure change of the melt may
influence the symmetry of the Nd(III) complex, causing the
sharp change of Nd(III) spectrum, but further investigation is
3−
of NdCl6 for some molten chlorides [4,8], it was difficult
in this study to isolate the peaks of transitions (I) and (II*)
due to limited resolution of the spectrum. However, since the
we discuss the trend of the sum of ꢀE(4I9/2) and ꢀE(4G5/2),
ꢀ
whichisdefinedby (ꢀE) = ꢀE(4I9/2) + ꢀE(4G5/2). This
value can be obtained as the difference between transitions
(I*) and (II) listed in Tables 1 and 2.
ꢀ
As shown in Table 1, (ꢀE) decreases from spectrum (e)
to (a). This means that the octahedral symmetry of NdCl6
3−
spectrum of Nd(III) was studied for LiCl, the LiCl–KCl eu-
gradually gets distorted in this order. The f-values increased
in this order (except (a)), meaning that the transition prob-
ability increased along with the increasing distortion of the
symmetry, in compliance with the Judd–Ofelt Theory. These
two observations agree in supporting the increasing distor-
tions of the octahedral symmetry along with the variation of
the melt from NaCl–2CsCl to CaCl2. The exception of (a)
may be due to the strong polarizing power of Ca2+ surround-
ing NdCl63−, which is likely to make the electron-donating
ability of Cl− weaker, resulting in a decrease of oscillator
tectic, and the NaCl–2CsCl eutectic. The spectra obtained
ꢀ
are shown in Fig. 4. The f values and the (ꢀE) values
are determined and are shown in Fig. 5. In all systems, os-
cillator strengths increase with temperature. This indicates
3−
that the distortion of the NdCl6 complex from octahedral
symmetry grows with increasing temperature. Thermal mo-
tion of ions may have generated asymmetric vibrations of
the NdCl63− complex. The electron-donating ability of Cl−,
which is another cause of the increase of the f-value and is
likely to be influenced by coexisting alkaline cations, may
strength.
ꢀ
As shown in Table 2, for spectra (h)–(j), (ꢀE) values
are similar, but f increases by adding LiCl. This suggests
that the octahedral symmetry of NdCl63− is retained, but the
have been influenced by the temperature increase.
ꢀ
FortheLiCl–KClandtheNaCl–2CsCleutectics, (ꢀE)s
decrease with increasing temperature. This suggests the re-
duction of the ligand field of octahedral symmetry of the
NdCl63− complex, and thus it means an increased distortion
of octahedral symmetry with increasing temperature. The in-
crease of oscillator strength, which is also the result of the
electron-donating ability of Cl− may increase with the in-
ꢀ
creasing LiCl content. On the other hand, (ꢀE)-value of
spectrum (f) through (h) shows a sharp increase. This sup-
ports the above-mentioned suggestion of a significant change