Xun
He
a,
Michel
Trudeau
b and
David
Antonelli
a
aDepartment of Chemistry and Biochemistry, University of Windsor, 401 Sunset Avenue, Windsor, Ontario, Canada N9B 3P4
bEmerging Technologies, Hydro-Québec Research Institute, 1800 Boulevard Lionel-Boulet, Varennes, Québec, Canada J3X 1S1
First published on 8th November 2002
Mesoporous niobium oxide with a pore size of 22 Å was treated with excess decamethylsamarocene THF complex in THF to give a new mesoporous niobium oxide composite with a mixed oxidation state organosamarium phase in the pores. XRD and nitrogen adsorption studies confirmed that the mesostructure was retained on reduction of the framework, showing the decrease in surface area and pore volume expected as a result of occlusion of the pores by the organosamarium phase. Elemental analysis suggested that the structural integrity of the sandwich complex was largely retained upon intercalation, with a small amount of decomposition by loss of ligand. XPS studies confirmed the presence of the decamethylsamarocene THF complex and its corresponding cation. The Nb 3d region of the XPS spectrum exhibited 5/2, 3/2 emissions at a lower binding energy than the unreduced oxide, consistent with reduction to a state between Nb(V) and Nb(IV). The EPR spectrum showed a broad resonance at g = 2.00, indicative of free electrons in the walls of the mesoporous framework. Plots of magnetization versus temperature and magnetization versus field demonstrated that the material was paramagnetic, with a small contribution from a superparamagnetic phase, although no blocking temperature was observed. There was also evidence for spin glass behavior at low temperature, a phenomenon that is common in reduced samples of mesoporous transition metal oxides.
Nitrogen adsorption and desorption data were collected on a Micromeritics ASAP 2010 instrument. X-Ray diffraction (XRD) patterns (Cu-Kα) were recorded from samples sealed in glass capillaries on a Siemens D-500 θ–2θ diffractometer. All X-ray photoelectron spectroscopy (XPS) peaks were referenced to the carbon C-(C, H) peak at 284.8 eV and the data were obtained using a Physical Electronics PHI-5500 instrument and charge neutralization. The DC conductivity measurements were recorded on a Jandel 4-point universal probe head combined with a Jandel resistivity unit. The equations used for calculating the resistivity were as follows. For pellets of <0.5 mm thickness: ρ = t{(π/log n2)(V/T)}, and for pellets of >0.5mm thickness: ρ = 2π(S)V/I, where ρ = resistivity, π/log n2 = sheet resistivity, V = voltage, I = current, t = thickness of the pellet, and S = the spacing of the probes (0.1 cm).
The electron paramagnetic resonance (EPR) powder samples were prepared under vacuum and the data were collected on a Bruker X-band ESP 300E EPR spectrometer. Magnetic measurements were conducted on a Quantum Design SQUID magnetometer MPMS system with a 5 T magnet. All elemental analysis data (conducted under an inert atmosphere) were obtained from Galbraith Laboratories (Knoxville, TN, USA).
When a sample of trimethylsilated Nb-TMS1, giving an X-ray powder diffraction peak centered at d(100) = 40 Å, an Horwath–Kawazoe (HK) pore size of 23 Å, a Brunauer–Emmett–Teller (BET) surface area of 520 m2 g−1, and a pore volume of 0.287 cm3 g−1, was treated with two molar equivalents of decamethylsamarocene with respect to Nb in dry THF over several days under nitrogen, a new black material was formed. Fig. 1 shows the XRD spectra of the material before and after treatment with decamethylsamarocene. The broad reflection centered at d(100) = 35 Å in the product material demonstrates that this material retains its wormhole mesostructure on reaction with the organometallic complex, although the reduction in intensity with respect to the starting material suggests some loss of long range order on reduction. The nitrogen adsorption and desorption isotherms of the material before and after treatment with decamethylsamarocene are shown in Fig. 2(a). The BET surface area of the treated sample dropped to 283 m2 g−1, while the HK pore size and pore volume decreased to 20.8 Å and 0.151 cm3 g−1, respectively. Plots of incremental pore volume versus average pore diameter, as calculated from the adsorption strings of the isotherms, are shown in Fig. 2(b), demonstrating that the pore size in the decamethylsamarocene composite is smaller than in the parent material. These data are consistent with partial filling of the mesopores by the encapsulated organometallic. The elemental analysis of this material showed an increase from 5.73% C and 1.43% H in the starting material to 11.78% C and 1.90% H in the product, with 9.65% Sm, as determined by inductively coupled plasma spectrometry. The loading level of Sm in the pores (Sm∶Nb = 0.14∶1) is greater than in the analogous bis(benzene)chromium composites (0.07∶1) , but less than that in the cobaltocene composites (0.5∶1). The percentage of C is consistent with the intercalation of organometallic complex into the pores with some loss of ligand, since the expected value on the basis of the Sm content is over 20%. Loss of ligand in organolanthanide complexes is often more facile than in the analogous organotransition metal species because the larger coordination sphere around the metal center and lack of π bonding to the ligand enables low-energy dissociation processes to occur.
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Fig. 1 XRD patterns of trimethylsilated mesoporous niobium oxide before (upper trace) and after (lower trace) treatment with excess (C5Me5)2Sm(THF)2. |
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Fig. 2 (a) Nitrogen adsorption (B, D) and desorption (A, C) isotherms of trimethylsilated mesoporous niobium oxide before (A, B) and after (C, D) treatment with excess (C5Me5)2Sm(THF)2. (b) Plots of incremental HK pore volume vs. average pore diameter before (upper trace) and after (lower trace) treatment with excess (C5Me5)2Sm(THF)2. |
The powder electron paramagnetic resonance spectrum of the composite material is shown in Fig. 3. This spectrum contains a single peak at 3340 G (g = 2.00) which originates from the electrons in the reduced mesoporous niobium oxide walls and is observed in many reduced mesoporous niobium oxide composites. The lack of Nb hyperfine splitting indicates that either the reduction electrons are not closely associated with the Nb centers or that the material has a broad array of surface sites because of the amorphous wall structure, however, the g value of 2.00, almost identical to that of a free electron, favors the former explanation. The unpaired 4f electrons from the Sm species were not detected from room temperature down to liquid nitrogen temperature because of the strong shielding of the samarium 5s and 5p electrons.30 The unsymmetrical nature of this resonance may suggest a contribution from a second paramagnetic species present in lower concentrations.
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Fig. 3 Powder EPR spectrum of trimethylsilated mesoporous niobium oxide after treatment with excess (C5Me5)2Sm(THF)2. |
Fig. 4(a) shows the Nb 3d region for the reduced material and mesoporous niobium oxide (Nb-TMS1). The 5/2, 3/2 peaks move from 207.8 and 210.6 eV in the starting material to 207.3 and 209.8 eV in the reduced material, with small shoulder peaks appearing at 205.8 and 208.7 eV. This is consistent with reduction of the niobium oxide framework to a state between Nb(V) and Nb(IV), with a small amount of a more highly reduced phase.24Fig. 4(b) shows the Sm 3d 5/2, 3/2 region for (C5Me5)2Sm(THF)2 and its reduced mesoporous niobium oxide composite; the spectra exhibit emissions which can be assigned to divalent Sm(II) at 1080.2 and 1107.1 eV, and trivalent Sm(III) at 1083.5 and 1110.4 eV,31 respectively. A simulation revealed a 4∶1 ratio of Sm(III) to Sm(II). The emissions assigned to divalent Sm match the 3d 5/2, 3/2 emissions observed for pure decamethylsamarocene, which fall at 1080.3 and 1107.0 eV [Fig. 4(b), lower trace]. There is currently no spectroscopic or synthetic data available on the decamethylsamarocinium cation to verify the nature of the Sm(III) species, however, the low intensity of the Sm(II) emission in the composite relative to the Sm(III) emission suggests that much of the ligand was retained on oxidation, because there is not enough Sm(II) present to account for the high percentage of C in the elemental analysis. On the basis of the molecular weight of the Sm(II) complex, the Sm content in the sample, and the XPS simulation, only 3.08% of the carbon in the composite could be due to the neutral Sm(II) complex. The region near the Fermi level is shown in Fig. 4(c), revealing a distance to the Fermi level of 3.1 eV from the oxygen 2p valence emission, and small peak centered at 1 eV due to the Sm 4f emission.32
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Fig. 4 XPS spectra of (a) the Nb 3d 3/2, 5/2 region for trimethylsilated mesoporous niobium oxide before (lower trace) and after (upper trace) treatment with (C5Me5)2Sm(THF)2, (b) the Sm 3d 3/2, 5/2 region for pure (C5Me5)2Sm(THF)2 (lower trace) and decamethylsamarocene-treated mesoporous niobium oxide (upper trace), and (c) the region near the Fermi level for mesoporous niobium oxide before (lower trace) and after (upper trace) treatment with decamethylsamarocene. |
Room temperature dc conductivity measurements on samples of the decamethylsamarocene-reduced mesoporous niobium composites, conducted using the four-point method under argon, showed that these materials are semiconducting with a conductivity as high as 3 × 10−6 Ω−1 cm−1. In previous work, we attributed conductivity in metallocene-doped mesoporous niobium oxide composites to an electron hopping mechanism through the mixed oxidation state dopant phase in the pores, with minimal involvement of the walls of the mesostructure.23,24 Variable temperature conductivity measurements on related bis(benzene)chromium composites show increasing resistivity with decreasing temperature. The low conductivities are expected on the basis of the values obtained for other reduced mesoporous oxides and the fact that the 4f electrons from the Sm dopant are core-like and tightly bound to the nuclei. Because of strong electron localization, few lanthanide-based materials exhibit high conductivities.
Complex magnetic behavior is expected in these materials because of the many different magnetic species present, including the reduced niobium oxide walls, Sm2+ with four unpaired electrons, and Sm3+ with five unpaired electrons. Fig. 5(a) shows the superconducting quantum interference device (SQUID) magnetometer plots of magnetic susceptibility versus temperature for the composite at 500 G. The shape of this plot suggests contributions to the magnetization from a temperature-dependent Langevin free-spin term and a temperature-independent term, most likely arising from Van Vleck paramagnetism, a phenomenon observed in many other reduced mesoporous transition metal oxides studied by our group.17 Pauli paramagnetism is ruled out because these materials are not metallic. The plots of magnetic susceptibility versus temperature recorded at 100 and 10000 G show similar curves, ruling out any field-dependent magnetic transitions across this region. Fig. 5(b) shows the variation of the molar magnetic susceptibility (corrected by subtraction of the temperature-independent term obtained by extrapolating the Mvs.T plot to T
= 300 K, χg
= 9.15 × 10−4 emu g−1) with inverse temperature over the temperature range 6–200 K. The linearity over this region indicates that the temperature-dependent term in this material obeys Curie law (magnetic susceptibility, χm
=
C/T, where C
=
NμB2μeff2/3κ) above 20 K, with a tailing off of the magnetic susceptibility below this temperature. This is consistent with spin glass behavior, in which electron spins become frozen and begin to cancel out the contributions to the magnetization from other isolated spins. Spin glass behavior is common in amorphous alloys with a dilute magnetic component and has been observed in several other reduced mesoporous oxides, most notably in a mesoporous niobium oxide–nickelocene composite, which undergoes an Ni-dependent superparamagnet-to-spin glass transition.22 From the region between 100 and 200 K, a Curie constant (C) of 3.18 emu mol K−1 can be calculated. The effective magnetic moment (μeff ) can also be calculated as 1.59, close to the theoretical result of 1.41 based on the elemental analysis, assuming every divalent Sm(II) atom donates one electron to niobium and becomes trivalent Sm(III). Because each trivalent Sm(III) possesses five unpaired electrons, the average number of unpaired electrons per metal atom is 0.73 for a material with the formula Nb1.0O4.5Sm0.14Si0.21C2.2H4.2.
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Fig. 5 SQUID magnetometer plots of (a) gram magnetic susceptibility vs. temperature (Mvs. T), (b) variation of molar magnetic susceptibility with inverse temperature, and (c) gram magnetic susceptibility vs. magnetic field (Bvs. H) for trimethylsilated mesoporous niobium oxide after treatment with excess (C5Me5)2Sm(THF)2. |
Fig. 5(c) shows the plots of magnetic susceptibility versus field (Bvs.H) for the samarocene-treated material. The slight S-shape in the plot provides evidence for superparamagnetism, since a straight line is expected for a classical paramagnet. There is also a small hysteresis, indicative of some degree of domain-dependant behavior in this material. The absence of a superparamagnetic blocking temperature (Tb) in the plot in Fig. 5(a) suggests that this may fall below 4 K, or that the superparamagnetic phase is not large enough to dominate over the paramagnetic domains. Analogous cobaltocene21 and nickelocene22 composites show Tb values of 8 and 22 K, respectively. The small μeff value is consistent with either very small superparamagnetic particles or superparamagnetism in only a small percentage of the material, since superparamagnetic particles have large μeff and this value represents an average across the entire sample. The observation of superparamagnetism in this system is surprising because lanthanides rarely show cooperative magnetism in the pure form, although they are often added to transition metals as a dopant to improve the remanent magnetism. Because of the broad bandwidths of early transition metal compounds, which tend to favor metallic or paramagnetic states with no domain-dependent magnetic ordering, and the lack of superparamagnetism in alkali metal reduced mesoporous niobium oxides, superparamagnetism in these samarocene composites is not expected to arise solely from the reduced niobium oxide walls. This suggests a cooperative mechanism in which the Sm phase in the walls is somehow influenced by the confinement in the reduced mesostructure to give magnetic coupling interactions leading to the spin alignment necessary in nanoscale domains for superparamagnetism to occur.
This journal is © The Royal Society of Chemistry 2003 |