If we were to calculate the work input
T2=P2P1∗T1=1745650∗338=907.4K=634.40CCp−Cv=R=0.313CpCv=k=1.399 ⟹ Cp=1.399Cv∴Cv=0.7845kJ/kg;Cp=1.0975kJ/kgdQ=dU+dW105=mCv(T2−T1)+dWdW=[0.7845∗2.5∗(634.4−65)]−105dW=1011.74kJT_2= \frac{P_2}{P_1}*T_1= \frac{1745}{650}*338=907.4 K= 634.4 ^0 C\\ C_p-C_v= R = 0.313 \\ \frac{C_p}{C_v}=k= 1.399 \implies C_p = 1.399C_v\\ \therefore C_v= 0.7845 kJ/kg ; C_p = 1.0975 kJ/kg\\ dQ=dU+dW\\ 105 = mC_v(T_2-T_1)+dW\\ dW= [0.7845*2.5*(634.4-65)]-105\\ dW= 1011.74 kJT2=P1P2∗T1=6501745∗338=907.4K=634.40CCp−Cv=R=0.313CvCp=k=1.399⟹Cp=1.399Cv∴Cv=0.7845kJ/kg;Cp=1.0975kJ/kgdQ=dU+dW105=mCv(T2−T1)+dWdW=[0.7845∗2.5∗(634.4−65)]−105dW=1011.74kJ
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