1. The problem statement, all variables and given/known data A closed, rigid tank contains a two-phase liquid-vapor mixture of Refrigerant 22 initially at -20 C with a quality of 50.36%. Energy transfer by heat into the tank occurs until the refrigerant is at a final pressure of 6 bar. Determine the final temperature. If the final state is in the superheated vapor region, at what temperature does the tank contain only saturated vapor? 2. Relevant equations v = vf + x(vg-vf) 3. The attempt at a solution Ok so there are two states in this problem. since I have T1 & x=.5036 I looked at the reference tables in the back of my book and used vf, vg, and x to compute v ( v being specific volume). my computed v :: vf<v<vg which makes since because the ref. 22 is in the two-phase liq-vap region. Since it is being heated , v and T are increasing correct? I don't know what to do from here. since P2 is given, I just assumed at P2 it will be in super-heated vapor state and used linear interpolation to find T using v i found from the initial state and the surrounding T's and v's from the table. but I'm pretty sure that is wrong because v is supposed to increase. Really don't know what I'm doing.