R. Janicki, A. Mondry / Polyhedron 27 (2008) 1942–1946
1943
Scheme 1.
absorption, the last being calculated from the crystal habit cap-
tured from photoscans. The positions of Eu atoms were found from
Patterson maps, the rest of the non-H atoms were found from dif-
ference Fourier maps. The positions of the C-bonded hydrogen
atoms were calculated geometrically. The refinement was full-ma-
trix with all ordered non-H atoms being anisotropic. All computa-
tions were performed using SHELXS 97 and SHELXL 97 programs [7].
1
The molecular graphics was prepared with DIAMOND
.
The crystal
data and structure refinement for I are as follows: empirical formula
Fig. 1. A view of the tetrameric complex anions in I.
C
24H146Eu4K12N8O93P16
,
M = 3608.04, T = 100 K, k/Å = 0.71073,
Z = 8, a = 27.43(2) Å, c = 33.17(3) Å,
l = 2.702 mmꢁ1 qcalc = 1.920 g cmꢁ3
ꢀ
tetragonal
I4c2,
V = 24960(30) Å3,
,
,
Table 1
Selected bond lengths (Å) for I
F(000) = 14640, crystal size = 0.4 ꢂ 0.3 ꢂ 0.2 mm, h = 3–28.5°, index
ranges = ꢁ36 6 h 6 28, ꢁ36 6 k 6 35, ꢁ43 6 l 6 43, reflections col-
Eu(1)–EDTMP
Eu(2)–EDTMP
lected/unique = 85266/14973 (Rint = 0.0943). Final
R
indices
Eu1–O110
Eu1–O109
Eu1–O106
Eu1–O101
2.349(6)
Eu2–O201
Eu2–O207
Eu2–O210
Eu2–O204
2.345(6)
2.376(6)
2.301(6)
2.378(7)
[I > 2r(I)]
R(F) = 0.0562,
Rw(F2) = 0.1264
and
R(F) = 0.0793,
2.339(6)
2.348(6)
2.394(6)
Rw(F2) = 0.1341 (all data). Data completeness to 2h = 28.6°, 95.6%.
Largest difference in peak and hole 1.024 and ꢁ0.819 e Åꢁ3
.
Eu–Oav
Eu1–O1040
Eu1–O1050
2.36(3)
2.526(6)
2.408(6)
Eu–Oav
Eu2–O2020
Eu2–O2030
2.35(4)
2.397(6)
2.534(6)
2.3. Spectroscopy
Eu–Oav
Eu1–N11
Eu1–N12
2.47(8)
2.640(7)
2.683(8)
Eu–Oav
Eu2–N22
Eu2–N21
2.47(10)
2.681(8)
2.654(7)
The luminescence spectra (kexc = 394 nm), corrected for the
lamp characteristics, were measured on a SLM Aminco 500 spec-
trofluorometer at 298 and 77 K. The luminescence decay curves
were detected on a device equipped with a Hamamatsu photomul-
tiplier and a Tektronix TDS-3052 digital oscilloscope. The sample
was excited with a N2-pumped dye laser with the monitored emis-
sion at 612 nm.
Eu–Nav
Eu–Eu
2.66(3)
6.301(8)
Eu–Nav
Eu–Eu
2.67(2)
6.327(8)
both are octacoordinate and have an identical composition of the
first coordination spheres. Each Eu3+ ion is surrounded by two
nitrogen atoms and six oxygen atoms from phosphonic groups.
The coordination sphere of the Eu3+ ions may be described as a dis-
torted square antiprism. The EDTMP anion is involved in bonds
with two neighbouring Eu3+ cations. Three of the ligand phos-
phonic groups are monodendate, whereas the fourth one is
three-coordinate, i.e. one oxygen atom coordinates to Eu1 and
the two others (hereinafter called ‘bridging’) coordinate to a Eu cat-
ion generated by symmetry from Eu1. In this way four Eu(EDTMP)
entities are bonded together to create a cyclic tetramer with S4
symmetry (Fig. 1). In a similar fashion, Eu2 generates another tet-
ramer with the same symmetry. The conformations of the tetra-
mers are very similar, the difference being only minute variations
of bond lengths and angles. Inside each tetramer a hole is formed
and its diameter is 5.2 Å in both cases. The cavities host in part
potassium cations and water molecules. The whole structure is
held together by a network of complicated hydrogen bonds and
electrostatic interactions.
The IR spectra of the complexes in KBr pellets and nujol suspen-
sions were recorded in the range 50–4000 cmꢁ1 with a Bruker IF
S66 spectrometer.
Electronic absorption spectra were recorded on a Cary 500 UV–
Vis–NIR spectrophotometer at 298 K. The oscillator strengths (P)
were determined using the equation:
Z
P ¼ 4:32 ꢂ 10ꢁ9ðcdÞꢁ1 AðrÞdr
ð1Þ
where c is the concentration of the Eu3+ ion in M, d is the length of
the optical way in cm and A(r) is the absorbance as the function of
the wavenumber in cmꢁ1
.
3. Results and discussion
3.1. Structure
ꢀ
Compound I crystallizes in the tetragonal system in the I4c2
space group. There are two symmetry independent Eu3+ cations,
Selected bond lengths are presented in Table 1. In the present
structure the average Eu–O bond length equals 2.35(4) Å (where
the O atoms belong to the EDTMP molecule wrapped around the
respective Eu cation) which is shorter than the average length of
1
DIAMOND – Visual Crystal Structure Information System, CRYSTAL IMPACT, Postfach
1251, D-53002 Bonn, Germany.