1934
DOI: 10.1039/tf9343001109
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The thermodynamics of binary liquid mixtures : formic acid and water

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1952
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Cited by 20 publications
(8 citation statements)
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“…For convenience, equations were fitted to the numbers he used. The form of these equations was determined by the relation -aRT = B (9) where B is the second virial coefficient; the form for B is indicated in the discussion by Beattie and Stockmayer (4). Applying the resulting form of equation for the a's to the numerical values given by Coolidge led to the result:…”
Section: B P-v-t Behavior Of the Vapormentioning
confidence: 99%
“…For convenience, equations were fitted to the numbers he used. The form of these equations was determined by the relation -aRT = B (9) where B is the second virial coefficient; the form for B is indicated in the discussion by Beattie and Stockmayer (4). Applying the resulting form of equation for the a's to the numerical values given by Coolidge led to the result:…”
Section: B P-v-t Behavior Of the Vapormentioning
confidence: 99%
“…In fact, it is expected that the acid percentage in the vapors of solutions with low acid concentrations is equally low. In particular, the percentage of FA in the vapors of liquid solutions with 0.02 M of acid is expected approximately ≈2 % [16] . As results, the mass spectra are simplified, pure (FA) n or mixed (FA) m (H 2 O) n clusters are not formed, but the Na−FA(H 2 O) n are detected as low intensity peaks.…”
Section: Resultsmentioning
confidence: 82%
“…In particular, the percentage of FA in the vapors of liquid solutions with 0.02 M of acid is expected approximately ≈2 %. [16] As results, the mass spectra are simplified, pure (FA) n or mixed (FA) m (H 2 O) n clusters are not formed, but the Na−FA(H 2 O) n are detected as low intensity peaks. Nevertheless, it was still possible to evaluate the appearance energy of these clusters although with a signal/noise ratio lower than that of Na−(FA) n or Na−(H 2 O) n clusters.…”
Section: Resultsmentioning
confidence: 83%
“…The total pressure of the system was calculated according to the additivity of the partial pressures P normalt normalo normalt normala normall = P normalH normalC normalO normalO normalH + P normalH 2 normalO / [ P a ] where P HCOOH and P H 2 O are the partial pressures of HCOOH and H 2 O, respectively. The results were compared with the experimentally measured total pressures of the HCOOH/H 2 O mixture at 291.15 and 303.15 K , without NaCl added. The HCOOH vapor mole fraction was calculated by y normalH normalC normalO normalO normalH = P normalH normalC normalO normalO normalH P normalt normalo normalt normala normall …”
Section: Methodsmentioning
confidence: 99%