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[1+m(1-J7 1+ m R A stream of propane at temperature T = 423 K and pressure p (atm) flows at a rate of 100.0 kmol/hr. Use the SRK equation of state to estimate the volumetric flow rate Vnow of the strcam for p = 0.8 atm, 8 atm, and 80 atm. In cach case, calculate the percentage differences between the predictions of the SRK equation and the ideal gas equation of state. Data for propanc: Te = 369.9 K. Pe = 42.0 atm, and w = 0.152

[1+m(1-J7 1+ m R A stream of propane at temperature T = 423 K and pressure p (atm) flows at a rate of 100.0 kmol/hr. Use the SRK equation of state to estimate the volumetric flow rate Vnow of the strcam for p = 0.8 atm, 8 atm, and 80 atm. In cach case, calculate the percentage differences between the predictions of the SRK equation and the ideal gas equation of state. Data for propanc: Te = 369.9 K. Pe = 42.0 atm, and w = 0.152

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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a = 1+ m A stream of propane at temperature T= 423 K and pressure p (atm) flows at a rate of 100.0 kmol/hr. Use the SRK equation of state to estimate the volumetric flow rate Voow of the strcam for p = 0,8 atm, 8 atm, and 80 atm, In cach case, calculate the percentage differences betwcen the predictions of the SRK cquation and the ideal gas equation of state. Data for propanc: T = 369.9 K. Pc = 42.0 atm, and w = 0.152
Transcribed Image Text:a = 1+ m A stream of propane at temperature T= 423 K and pressure p (atm) flows at a rate of 100.0 kmol/hr. Use the SRK equation of state to estimate the volumetric flow rate Voow of the strcam for p = 0,8 atm, 8 atm, and 80 atm, In cach case, calculate the percentage differences betwcen the predictions of the SRK cquation and the ideal gas equation of state. Data for propanc: T = 369.9 K. Pc = 42.0 atm, and w = 0.152
re.com D Question 1 The Soave-Redlick-Kwong (SRK) equation belongs to a class of cubic equations of state because, when expanded, they yield third-degree equations for the specific volume. The SRK equation of state is p = - lu+b) In this equation, the parameters a, b, and a are empirical functions of the critical temperature (T.) and pressure (p.). the Pitzer acentric factor (w), and the system temperature. The following correlations can be used to estimate these parameters: (Rr.' = 0.42747 Pe a RT b = 0.08664 Pe 0.48508 + 1.55171@- 0.1561w?
Transcribed Image Text:re.com D Question 1 The Soave-Redlick-Kwong (SRK) equation belongs to a class of cubic equations of state because, when expanded, they yield third-degree equations for the specific volume. The SRK equation of state is p = - lu+b) In this equation, the parameters a, b, and a are empirical functions of the critical temperature (T.) and pressure (p.). the Pitzer acentric factor (w), and the system temperature. The following correlations can be used to estimate these parameters: (Rr.' = 0.42747 Pe a RT b = 0.08664 Pe 0.48508 + 1.55171@- 0.1561w?
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