A fluid undergoes a reversible adiabatic compression from pressure 1 mpa bar & volume 0.m3, according to the law pv1.3=constant. Determine the work done
Assume that p1=1 MPa, V1=0.8 m3, V2=0.4 m3, n=1.3p_1=1\ MPa, \ V_1=0.8\ m^3,\ V_2=0.4\ m^3,\ n=1.3p1=1 MPa, V1=0.8 m3, V2=0.4 m3, n=1.3
W=p1V1n−1[1−(V1V2)n−1]=1⋅106⋅0.81.3−1[1−(0.80.4)1.3−1]=−172 (kJ)W=\frac{p_1V_1}{n-1}[1-(\frac{V_1}{V_2})^{n-1}]=\frac{1\cdot10^6\cdot 0.8}{1.3-1}[1-(\frac{0.8}{0.4})^{1.3-1}]=-172 \ (kJ)W=n−1p1V1[1−(V2V1)n−1]=1.3−11⋅106⋅0.8[1−(0.40.8)1.3−1]=−172 (kJ) . Answer
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