Energy equation for a one-dimensional control volume
Consider the one-dimensional control volume that we have analysed before and shown in Fig.3.22. If we interpret the velocity, density, pressure and other variables to be uniform across the ends or that they are the averaged values we have for a steady flow
On division by ![]() ![]() ![]() ![]()
Note that the term
That is to say that the total enthalpy of a control volume is conserved unless heat or work is added to / taken out of the control volume. (c) Aerospace, Mechanical & Mechatronic Engg. 2005 University of Sydney |