This was a problem on an old midterm exam. I suggest you do it by hand and get all properties

from your water tables. Water is held in a rigid tank with volume Vtank $=0\mathrm{.}2$ m $^3.$ Initially the

tank is filled with saturated liquid water at a pressure Ptank $=600$kPa. The tank receives a

heat transfer from a thermal reservoir at TH$=200^($@$)$C causing the water to evaporate. An exit

at the top of the tank allows only saturated vapor to escape and the tank pressure is held

constant during the process. This process continues until all of the liquid has boiled away,

leaving only saturated vapor. The entire process takes $1000$ s to complete. The vapor leaving

the tank enters a turbine that has an efficiency of $70\%.$ The turbine exhausts to pressure $100$

kPa.

a$.)$ What is the temperature of the water in the tank $($C$)?$

b$.)$ What is the mass of water that leaves the tank $($kg$)?$

c$.)$ What is the total heat transfer to the tank $($kJ$)?$

d$.)$ What is the mass flow rate leaving the tank $($kg$/$s$)?$

e$.)$ What is the rate of power produced by the turbine $($kW$)?$

f$.)$ What is the total amount of entropy generated by the process $($kJ$/$K$)?$Be careful of the system you are using $-$ you do NOT have to account for any entropy generation that occurs downstream of the turbine exit.