Simple equation of state accurately predicts hydrocarbon densities
M.R. Riazi, G. Ali Mansoori
Abstract
M.R. Riazi, G. Ali Mansoori
Abstract
A simple, cubic equation of state (EOS) for hydrocarbon systems accurately predicts densities of a variety of hydrocarbons ranging from C[sub 1] to C[sub 40]. The equation is simpler than typical industrial equations of state currently used. It produces an average error of 1.3% for density predictions of pure C[sub 1]-C[sub 40] hydrocarbons and 1.7% for hydrocarbon mixtures (C[sub 1]-C[sub 40]) at pressures as high as 700 bar and temperatures of 1,000 K or less. The paper discusses the usefulness of the equation, its development, its application to mixtures, and its accuracy.
OpenAlex reports 21 citations for this work. Citation counts describe recorded attention and do not establish research quality.
A contribution statement is not available in the OpenAlex record.
Method details are not available in the OpenAlex metadata.
Findings are not separately available in the OpenAlex metadata.
Limitations are not available in the OpenAlex metadata.
Application details are not available in the OpenAlex metadata.
A simple, cubic equation of state (EOS) for hydrocarbon systems accurately predicts densities of a variety of hydrocarbons ranging from C[sub 1] to C[sub 40]. The equation is simpler than typical industrial equations of state currently used. It produces an average error of 1.3% for density predictions of pure C[sub 1]-C[sub 40] hydrocarbons and 1.7% for hydrocarbon mixtures (C[sub 1]-C[sub 40]) at pressures as high as 700 bar and temperatures of 1,000 K or less. The paper discusses the usefulness of the equation, its development, its application to mixtures, and its accuracy.
Key concepts: Hydrocarbon, Equation of state, Hydrocarbon mixtures, Bar (unit), Simple (philosophy), Thermodynamics, Chemistry, Physics