how to use lee kesler method to find out molar volume
Answers
Answered by
0
Step 1 of 5
a)
For krypton, critical temperature is 209.40 K, critical pressure is 55.00 bar, and acentric factor is 0.
Then , reduced temperature is ratio of temperature to critical temperature.
And reduced pressure is ratio of critical pressure to reduced pressure.
From Lee Kessler graphs, the value of is 0.77, which is also equal to compressibility factor (Z).
Then obtain molar volume of krypton as follows:
Use the molar mass of krypton, to convert 2000 kg of its sample to moles.
Then multiply the molar volume of Kr by its moles to obtain volume of tank.
Thus, the tank volume needed to store 2000 kg Kr is
a)
For krypton, critical temperature is 209.40 K, critical pressure is 55.00 bar, and acentric factor is 0.
Then , reduced temperature is ratio of temperature to critical temperature.
And reduced pressure is ratio of critical pressure to reduced pressure.
From Lee Kessler graphs, the value of is 0.77, which is also equal to compressibility factor (Z).
Then obtain molar volume of krypton as follows:
Use the molar mass of krypton, to convert 2000 kg of its sample to moles.
Then multiply the molar volume of Kr by its moles to obtain volume of tank.
Thus, the tank volume needed to store 2000 kg Kr is
Answered by
0
Explanation:
how to use lee kesler method to find out molar volume
Similar questions