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4.1 FLUID FLOW                                                            5 1

                  or



                  where k is an empirically determined constant, ror water vapor (H>O)
                  k = 1.3.


         4,1.5 Liquid Flow
                  In this section incompressible liquid flow is dealt with, and the effect of com-
                  pressibility is ignored.

                  4,1,5.1 Energy Equation
                      The energy equation of a continuing system can be presented by
                  means of the first law of thermodynamics and the energy balance of a
                  flow system as






                      As the potential energy term has an essential meaning in hydrome-
                  chanics, the static head is selected as a comparison quantity. When the
                  energy equation (4.32) is divided by g and integrated, it gives the Ber-
                  noulli flow tube equation




                  where














                  All flow losses are included in the term /?/, which in a flow system consists of
                  two parts:
                      1. Friction resistance
                      2. Local resistance


                  4.I.5.2 Viscous Flow
                      When liquid flows along a solid surface (see Fig. 4.2) a shearing stress is
                  set uo (friction oower/surface). which is exoressed bv
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