00:02
A cylinder is fitted with a piston device and contains a given mass of refrigerant r22 at a given state and temperature.
00:11
So it's at state one here and then heat is transferred to the system which causes the piston to rise until the volume is doubled at state two.
00:20
Additional heat is then transferred until the temperature reaches a given value and a given pressure.
00:28
And at that point, the system reaches state three.
00:30
We want to calculate the quality at the initial state and the heat transfer in the overall process.
00:37
So if we take the gas as our control mass, we have as we said earlier, the piston floats with a constant pressure in states 1 to 2, and the volume is constant for the second process 2 to 3.
00:54
So we have the specific volume v3 is equal to the specific volume v2, and this is equal twice the initial volume 2 times v1.
01:09
Now at state 3 from our tables, we have the pressure and temperature so we can find the specific volume v3 to be 0 .02015 cubic meters per kg for the gas.
01:32
The specific internal energy u3 of r 22 is 248 .4 kilojoules per kg.
01:46
So from here we can then determine state one and state two...