1959
DOI: 10.1039/jr9590003773
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762. Vapour pressures of metal alkoxides. Part III. Hafnium tetra-t-butoxide and -t-pentyloxide

Abstract: By D. C . BRADLEY and J. D. SWANWICK.The vapour pressures of hafnium tetra-t-butoxide and -t-pentyloxide have been measured over the range 0.05-50 mm. Hg by the static method. These results were confirmed by hypsometric measurements a t pressures > 8.0 mm. It is shown that for t-butoxides and t-pentyloxides the order of volatilities is Hf > Zr > Ti over the pressure range studied. From the vapour-pressure equations it is deduced that the molar heats of vaporisation are markedly temperature-dependent.IN previou… Show more

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“…The fact that these works were published in different languages and different countries likely also explains why the equation has been referred to by a bewildering array of names: Rankine–Kirchhoff (Cornelissen and Waterman, 1956; Biddiscombe and Martin, 1958; Waldenstrøm and Stølevik, 1980; Mishra and Yalkowsky, 1991; Yalkowsky and Mishra, 1991; Griesser et al ., 1999; Lobo and Ferreira, 2001; Wisniak, 2001; Smith, 2002; Tetko, 2007), Kirchhoff–Rankine (Laby, 1908b; Bradley and Swanwick, 1958; 1959; Davies and Taylor, 1964; Miller, 1964; 1966; Mazdiyasni et al ., 1967; Roder, 1977), Kirchhoff–Rankine–Dupré (Laby, 1908a; Smith and Menzies, 1910; Menzies, 1919; Kaye and Laby, 1921; Hine, 1924; Emmet, 1925; Holm, 1933; Gottschal and Korvezee, 1953; Jobson, 1973; Novikov, 1976; Wilcox and Bauer, 1991; Bogillo and Staszczuk, 1999; Mianowski and Urbańczyk, 2017), Rankine–Dupré (Cragoe et al ., 1920; Peirce, 1929), Dupré–Rankine (Juliusburger, 1900; Bittrich et al ., 1962; Siedler et al ., 1969; Schmeling and Strey, 1983), and Kirchhoff–Dupré–Rankine (Le Fèvre and Tideman, 1931). …”
mentioning
confidence: 99%
“…The fact that these works were published in different languages and different countries likely also explains why the equation has been referred to by a bewildering array of names: Rankine–Kirchhoff (Cornelissen and Waterman, 1956; Biddiscombe and Martin, 1958; Waldenstrøm and Stølevik, 1980; Mishra and Yalkowsky, 1991; Yalkowsky and Mishra, 1991; Griesser et al ., 1999; Lobo and Ferreira, 2001; Wisniak, 2001; Smith, 2002; Tetko, 2007), Kirchhoff–Rankine (Laby, 1908b; Bradley and Swanwick, 1958; 1959; Davies and Taylor, 1964; Miller, 1964; 1966; Mazdiyasni et al ., 1967; Roder, 1977), Kirchhoff–Rankine–Dupré (Laby, 1908a; Smith and Menzies, 1910; Menzies, 1919; Kaye and Laby, 1921; Hine, 1924; Emmet, 1925; Holm, 1933; Gottschal and Korvezee, 1953; Jobson, 1973; Novikov, 1976; Wilcox and Bauer, 1991; Bogillo and Staszczuk, 1999; Mianowski and Urbańczyk, 2017), Rankine–Dupré (Cragoe et al ., 1920; Peirce, 1929), Dupré–Rankine (Juliusburger, 1900; Bittrich et al ., 1962; Siedler et al ., 1969; Schmeling and Strey, 1983), and Kirchhoff–Dupré–Rankine (Le Fèvre and Tideman, 1931). …”
mentioning
confidence: 99%