A piston cylinder device contains steam at 60 psia and 320F, and the temperature is increased to 400F through heat transfer. If the mass of the steam in the device is 15lbm and the weight of the piston is constant throughout the process. Calculate the work done during the process in Btu
Steam in device = 60psia
Temperature = 320°
Increase in temperature = 400°
Mass of the steam = 15lbm
Solution:
The process of expansion is quasi-equilibrium
Thus,
"W_b = \\int PdV = P_o \\int dv = P_o (V_2-V_1)"
"W_b= mP_o(V_2 -V_1)"
According to the steam table,
V1 = 7.4863 and V2 = 8.3548
Substituting the value yields;
"W_b = (10) (60) (8.3548 - 7.4863)"
"( \\dfrac1{ 5.404})= 96.4\\ Btu"
"\\therefore" The work done during the process is 96.4Btu.
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