The pressure, volume, temperature, and mass of an ideal gas arerelated by the ideal gas equation of state: PV = MRT M where Prepresents pressure (Pascals), V represents volume (cubic meters),m represents mass (grams), T represents temperature (Kelvin), and Mrepresents the molecular mass of the gas (grams/mole). R is theideal gas constant and has a value of 8.31447 Joules/(mole-Kelvin).The temperature decrease a gas experiences during a cooling processdepends on the molecular weight, M, of the gas. Consider thefollowing two gasses: • Oxygen, 02, M = 15.999 grams/mole • CarbonDioxide, CO2, M = 44.01 grams/mole Suppose a mass of 100 grams ofgas at a starting pressure of 500 x 103 Pascals undergoes a coolingprocess at a constant volume of V = 0.15 cubic meters. Heat isremoved until the pressure decreases to 100 x 103 Pascals. Write ascript to compute the temperature values corresponding to 100equally-spaced pressure values in descending order ranging from 500x 103 Pascals to 100 x 103 Pascals for each of the two gasses.Assign the temperature values for oxygen as a row vector to avariable named T02. Assign the temperature values for carbondioxide as a row vector to a variable named TC02. Solve thisproblem using vectorized code (i.e. do not use a loop in yoursolution - points will be lost if you use these.)
The pressure, volume, temperature, and mass of an ideal gas are related by the ideal gas equation of state: PV = MRT M where P represents pressure (Pascals), V represents volume (cubic meters), m represents mass (grams), T represents temperature (Kelvin), and M represents the molecular mass of the gas (grams/mole). R is the ideal gas constant and has a value of 8.31447 Joules/(mole-Kelvin). The temperature decrease a gas experiences during a cooling process depends on the molecular weight, M, of the gas. Consider the following two gasses: • Oxygen, 02, M = 15.999 grams/mole • Carbon Dioxide, CO2, M = 44.01 grams/mole Suppose a mass of 100 grams of gas at a starting pressure of 500 x 103 Pascals undergoes a cooling process at a constant volume of V = 0.15 cubic meters. Heat is removed until the pressure decreases to 100 x 103 Pascals. Write a script to compute the temperature values corresponding to 100 equally-spaced pressure values in descending order ranging from 500 x 103 Pascals to 100 x 103 Pascals for each of the two gasses. Assign the temperature values for oxygen as a row vector to a variable named T02. Assign the temperature values for carbon dioxide as a row vector to a variable named TC02. Solve this problem using vectorized code (i.e. do not use a loop in your solution - points will be lost if you use these.)
