1969
DOI: 10.1149/1.2411845
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Solid State Properties of Some Valve Metal Oxides

Abstract: Lattice energies and heats of atomization have been calculated for HfO2 , ZrO2 , Al2O3 , Nb2O5 , and Ta2O5 from thermochemical (see text, however) data by the use of the appropriate Born‐Haber cycles. An attempt has been made to explore the relation of these quantities to certain fundamental properties, e.g., melting points, boiling points, heats of formation, dielectric constants, forbidden gaps, etc., which are a measure of the general physical and chemical nature of substances. Average bond energy val… Show more

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Cited by 14 publications
(12 citation statements)
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“…Ge), the lattice energy has no significance, i.e., Im and Ax in Eq. Now we note, as has been shown elsewhere (6), that the various fundamental properties, e.g., mp, bp, of several valve metal oxides increase systematically with increasing bond energy and decreasing lattice energy. [8] with [12], we write WL ~_ bond energy [13] i.e., the work for hole formation for a covalent crystal is roughly equal to the bond energy.…”
Section: Wl = ~H~ + Ahsub -T-~ Ahdiss -~-Im -~-Axsupporting
confidence: 77%
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“…Ge), the lattice energy has no significance, i.e., Im and Ax in Eq. Now we note, as has been shown elsewhere (6), that the various fundamental properties, e.g., mp, bp, of several valve metal oxides increase systematically with increasing bond energy and decreasing lattice energy. [8] with [12], we write WL ~_ bond energy [13] i.e., the work for hole formation for a covalent crystal is roughly equal to the bond energy.…”
Section: Wl = ~H~ + Ahsub -T-~ Ahdiss -~-Im -~-Axsupporting
confidence: 77%
“…[6] that the Tafel slope would change with bond energy (Fig. [6] that the Tafel slope would change with bond energy (Fig.…”
Section: Discussionmentioning
confidence: 99%
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“…The relationship between VFB and fixed surface charge density NFC, is given by N~cq L VFB : ~MS [13] RE o where ~MS is the work function difference between the metal and the semiconductor, q is the charge on the electron, the other quantities have been defined previously. Figure 16 shows the VFB dependence on thickness, where the data were obtained on a single slice exhibiting a thickness gradient.…”
Section: Metal-insulator-semiconductor (Mis) Propertiesmentioning
confidence: 99%
“…Figure 16 shows the VFB dependence on thickness, where the data were obtained on a single slice exhibiting a thickness gradient. The straight-line dependence predicted by [13] The distribution of interface states in the band gap was measured using the quasi-static technique developed by Kuhn (30). Figure 17 is a plot showing the distribution of interface states (Nss in cm -~ eV-1).…”
Section: Metal-insulator-semiconductor (Mis) Propertiesmentioning
confidence: 99%