Abstract
The volatility of coal liquids has been experimentally determined at 700-880 F and about 2000 psia. These measurements were made in a flow apparatus to minimize thermal decomposition effects at high temperatures. Three coal liquids in mixture with Hat2, methane, and Hat2S were investigated. Measurements were also made up to 900 F on the vapor pressure of pure compounds found in coal liquids and on the equilibrium pressure of narrow coal liquid cuts. These data were used to develop a new method for the prediction of the critical point and the superatmospheric vapour pressures of aromatic fractions that is superior to the Maxwell-Bonnell correlation. The VLE data on coal liquids and some recent high-temperature VLE data on binaries of aromatics with Hat2 or methane were analyzed with a modified Chao-Seader correlation and a modified Redlich-Kwong equation of state. Both VLE correlations are shown to be equivalent in the prediction of the volatility of coal liquids, when the new vapour pressure procedure is used.
Citation Formats
Wilson, G M, Johnston, R H, Hwang, S C, and Tsonopoulos, C.
Volatility of coal liquids at high temperatures and pressures.
United States: N. p.,
1981.
Web.
doi:10.1021/i200012a015.
Wilson, G M, Johnston, R H, Hwang, S C, & Tsonopoulos, C.
Volatility of coal liquids at high temperatures and pressures.
United States.
https://doi.org/10.1021/i200012a015
Wilson, G M, Johnston, R H, Hwang, S C, and Tsonopoulos, C.
1981.
"Volatility of coal liquids at high temperatures and pressures."
United States.
https://doi.org/10.1021/i200012a015.
@misc{etde_6557888,
title = {Volatility of coal liquids at high temperatures and pressures}
author = {Wilson, G M, Johnston, R H, Hwang, S C, and Tsonopoulos, C}
abstractNote = {The volatility of coal liquids has been experimentally determined at 700-880 F and about 2000 psia. These measurements were made in a flow apparatus to minimize thermal decomposition effects at high temperatures. Three coal liquids in mixture with Hat2, methane, and Hat2S were investigated. Measurements were also made up to 900 F on the vapor pressure of pure compounds found in coal liquids and on the equilibrium pressure of narrow coal liquid cuts. These data were used to develop a new method for the prediction of the critical point and the superatmospheric vapour pressures of aromatic fractions that is superior to the Maxwell-Bonnell correlation. The VLE data on coal liquids and some recent high-temperature VLE data on binaries of aromatics with Hat2 or methane were analyzed with a modified Chao-Seader correlation and a modified Redlich-Kwong equation of state. Both VLE correlations are shown to be equivalent in the prediction of the volatility of coal liquids, when the new vapour pressure procedure is used.}
doi = {10.1021/i200012a015}
journal = []
volume = {20:1}
journal type = {AC}
place = {United States}
year = {1981}
month = {Jan}
}
title = {Volatility of coal liquids at high temperatures and pressures}
author = {Wilson, G M, Johnston, R H, Hwang, S C, and Tsonopoulos, C}
abstractNote = {The volatility of coal liquids has been experimentally determined at 700-880 F and about 2000 psia. These measurements were made in a flow apparatus to minimize thermal decomposition effects at high temperatures. Three coal liquids in mixture with Hat2, methane, and Hat2S were investigated. Measurements were also made up to 900 F on the vapor pressure of pure compounds found in coal liquids and on the equilibrium pressure of narrow coal liquid cuts. These data were used to develop a new method for the prediction of the critical point and the superatmospheric vapour pressures of aromatic fractions that is superior to the Maxwell-Bonnell correlation. The VLE data on coal liquids and some recent high-temperature VLE data on binaries of aromatics with Hat2 or methane were analyzed with a modified Chao-Seader correlation and a modified Redlich-Kwong equation of state. Both VLE correlations are shown to be equivalent in the prediction of the volatility of coal liquids, when the new vapour pressure procedure is used.}
doi = {10.1021/i200012a015}
journal = []
volume = {20:1}
journal type = {AC}
place = {United States}
year = {1981}
month = {Jan}
}