# Question Solve using Matlab:MATLAB - MATLAB- MATLAB ONLY The Redlich-Kwong equation of state is given by a RT P= V-b (+b)T Where R = 0.518 K is the universal gas constant, T = absolute Temperature (K), P = absolute kg x pressure (kPa), and V = volume of a kg of gas ma pressure (kPa). The parameters a and b are calculated by: Homework 1 R72.5 a = 0.427 P. b = 0.0866R where P. = 4600 kPa and T. = 191 K. As an engineer, you are asked to determine the amount of methane fuel that can be held in a3 mº tank at a temperature of -40°C with a pressure of 65,000 kPa. Use a root-locating method of your choice to calculate and then determine the mass of methane contained in the tank.

LJWCAS The Asker · Mechanical Engineering

Solve using Matlab:

MATLAB - MATLAB- MATLAB ONLY

Transcribed Image Text: The Redlich-Kwong equation of state is given by a RT P= V-b (+b)T Where R = 0.518 K is the universal gas constant, T = absolute Temperature (K), P = absolute kg x pressure (kPa), and V = volume of a kg of gas ma pressure (kPa). The parameters a and b are calculated by: Homework 1 R72.5 a = 0.427 P. b = 0.0866R where P. = 4600 kPa and T. = 191 K. As an engineer, you are asked to determine the amount of methane fuel that can be held in a3 mº tank at a temperature of -40°C with a pressure of 65,000 kPa. Use a root-locating method of your choice to calculate and then determine the mass of methane contained in the tank.
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Transcribed Image Text: The Redlich-Kwong equation of state is given by a RT P= V-b (+b)T Where R = 0.518 K is the universal gas constant, T = absolute Temperature (K), P = absolute kg x pressure (kPa), and V = volume of a kg of gas ma pressure (kPa). The parameters a and b are calculated by: Homework 1 R72.5 a = 0.427 P. b = 0.0866R where P. = 4600 kPa and T. = 191 K. As an engineer, you are asked to determine the amount of methane fuel that can be held in a3 mº tank at a temperature of -40°C with a pressure of 65,000 kPa. Use a root-locating method of your choice to calculate and then determine the mass of methane contained in the tank.