?Two (2) \(\mathrm{kmol} \cdot \mathrm{hr}^{-1}\) of liquid n-octane (species 1) are
Chapter 10, Problem 10.37(choose chapter or problem)
Two (2) \(\mathrm{kmol} \cdot \mathrm{hr}^{-1}\) of liquid n-octane (species 1) are continuously mixed with 4 \(\mathrm{kmol} \cdot \mathrm{hr}^{-1}\) of liquid iso-octane (species 2). The mixing process occurs at constant T and P; mechanical power requirements are negligible.
(a) Use an energy balance to determine the rate of heat transfer.
(b) Use an entropy balance to determine the rate of entropy generation \(\left(\mathrm{W} \cdot \mathrm{K}^{-1}\right)\).
State and justify all assumptions.
Text Transcription:
kmol cdot hr^-1
(W cdot K^-1)
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