6.(i). Consider CO, is at 25 bar and 25 °C. Use the concept of generalized compressibility to determine the density of CO, at this condition. Compare this results with that obtained from the ideal gas-equation of state and that from NIST tables (get it from the web). (ii) Use the vdW equation of state to calculate Z(compressibility factor) for CO, and compare the value with NIST data. Data for CO2: Tc = 304.2 K Pc = 73.9 x 105 Pa a = 3.643 x 10° (m³/kmol)? b = 0.0427 m/kmol
6.(i). Consider CO, is at 25 bar and 25 °C. Use the concept of generalized compressibility to determine the density of CO, at this condition. Compare this results with that obtained from the ideal gas-equation of state and that from NIST tables (get it from the web). (ii) Use the vdW equation of state to calculate Z(compressibility factor) for CO, and compare the value with NIST data. Data for CO2: Tc = 304.2 K Pc = 73.9 x 105 Pa a = 3.643 x 10° (m³/kmol)? b = 0.0427 m/kmol
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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![6.(i). Consider CO, is at 25 bar and 25 °C. Use the concept of generalized compressibility to
determine the density of CO, at this condition. Compare this results with that obtained from the
ideal gas-equation of state and that from NIST tables (get it from the web). (ii) Use the vdW
equation of state to calculate Z(compressibility factor) for CO, and compare the value with NIST
data.
Data for CO,:
Tc = 304.2 K
Pc = 73.9 x 105 Pa
a = 3.643 x 10° (m³/kmol)²
b = 0.0427 m³/kmol](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa4784ad4-8165-4281-aae0-39e3b9559f1d%2F83fa1282-53f9-4ea9-90a3-691ea61da2d1%2Fv2lzcw_processed.jpeg&w=3840&q=75)
Transcribed Image Text:6.(i). Consider CO, is at 25 bar and 25 °C. Use the concept of generalized compressibility to
determine the density of CO, at this condition. Compare this results with that obtained from the
ideal gas-equation of state and that from NIST tables (get it from the web). (ii) Use the vdW
equation of state to calculate Z(compressibility factor) for CO, and compare the value with NIST
data.
Data for CO,:
Tc = 304.2 K
Pc = 73.9 x 105 Pa
a = 3.643 x 10° (m³/kmol)²
b = 0.0427 m³/kmol
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