Abstract
Vanadium phosphate glasses containing CuO with the chemical composition [(V2O5)0.6-x(P2O5)0.4(CuO) x], where x = 0.0, 0.1, 0.2 and 0.3, have been prepared and investigated by X-ray photoelectron spectroscopy (XPS) and magnetization measurements. The core-level binding energies of O 1s, P 2p, P 2s, Cu 2p and V 2p have been measured with the P 2p and P 2s peaks shifting by about 2 eV towards lower binding energies in the CuO-vanadium phosphate glasses from their values in P2O5, while the V 2p peaks shift by approximately 0.3 eV towards lower binding energies from V2O5 and the Cu 2p peaks shift by approximately 0.8 eV towards higher binding energies from CuO. These shifts can be accounted for by changes in the next-nearest neighbor environment around the P, Cu and V atoms and the reduction in the valence state of the Cu and V ions. The O 1s spectrum is fitted to two peaks and the variation in the ratio of the peak areas is discussed in terms of the local structure as well. In addition, the Cu 2p3/2 and Cu 2p1/2 peak show doublet structures in the XPS spectra which are associated with the presence of both Cu+ and Cu2+ in these glasses; although the XPS results indicate that more than 90% of the Cu ions exist in the Cu2+ state. Likewise a multivalent state for the V ions is indicated by an asymmetry and broadening in the V 2p spectra as the CuO concentration in the glasses increases. This tendency is also observed in the magnetic susceptibility results as the ratios V5+/Vtotal determined from XPS are in qualitative agreement with those determined by using the susceptibility measurements combined with inductively coupled plasma (ICP) spectroscopy results. Furthermore the susceptibility data appear to follow a Curie-Weiss behavior (χ = C/(T-θ)) for temperatures above approximately 40 K with negative Curie temperatures indicating that the predominate magnetic interactions between the Cu2+-Cu2+ and Cu2+-V4+ exchange pairs are antiferromagnetic in nature.
| Original language | English |
|---|---|
| Pages (from-to) | 66-79 |
| Number of pages | 14 |
| Journal | Journal of Non-Crystalline Solids |
| Volume | 262 |
| Issue number | 1 |
| DOIs | |
| State | Published - Feb 2000 |
Bibliographical note
Funding Information:The support of the KFUPM Physics Department and Research Committee (Grant PH/PHYSPROP/43) and the WSU Institute for Manufacturing Research is greatly acknowledged. The assistance of Mr M.A. Khan for experimental work is appreciated. Appendix A To determine the V 4+ /V total ratio from magnetic susceptibility and ICP data, we will define V 4+ / V total ratio of number of V 4+ ions to total number of V ions V 5+ / V total ratio of number of V 5+ ions to total number of V ions (1− V 4+ / V total ) N V number of vanadium ions/gram of sample from ICP N Cu number of copper ions/gram of sample from ICP C expt Curie constant (emu . K/Oe . gram) from χ -vs- T results. Assuming Cu only exists in Cu 2+ state ( p eff =1.9 μ B ) and V is in either the V 5+ (p eff =0) or V 4+ ( p eff =1.8 μ B ) states, the Curie constant is given by (A.1) C expt =N Cu [p eff ( Cu 2+ )] 2 3k B + V 4+ V total N V [p eff ( V 4+ )] 2 3k B . Thus the V 4+ /V total ratio can be determined from Eq. (1) by using the experimental determined values for C expt , N V and N Cu . Using the resulting value of the V 4+ /V total ratio, the molar fraction of V 2 O 5 , V 2 O 4 , P 2 O 5 and CuO as well as the molecular weight MW s of the glass sample can be determined. Recall that one mole of these CuO–vanadium phosphate glasses will have Avogadro number, N A , of molecules (A.2) N A = 1 2 V 4+ V total N V MW V 2 O 4 + 1 2 N V 1− V 4+ V total MW V 2 O 5 +N Cu MW CuO + 1 2 N P MW P 2 O 5 , where N P is the number of P ions per gram and is determined from Eq. (A.2) . Then (A.3) MW s =N A 1 2 V 4+ V total N V + 1 2 N V 1− V 4+ V total +N Cu + 1 2 N P , and the molar fraction of each constituent will be N V 2 O 4 = 1 2 V 4+ V total N V MW S N A N V 2 O 5 = 1 2 1− V 4+ V total N V MW S N A N CuO =N Cu MW S N A N P 2 O 5 = 1 2 N P MW S N A .
ASJC Scopus subject areas
- Electronic, Optical and Magnetic Materials
- Ceramics and Composites
- Condensed Matter Physics
- Materials Chemistry