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 Encyclopedia of Physical Science and Technology  En006G-249  June 27, 2001  14:7




















                                                                        Fluid Dynamics



                                                  (Chemical Engineering)






              Richard W. Hanks

              Brigham Young University



               I. Introduction
              II. Basic Field Equations (Differential
                 or Microscopic)
              III. Basic Field Equations (Averaged
                 or Macroscopic)
              IV. Laminar Flow
              V. Turbulent Flow
              VI. Applications








              GLOSSARY                                            of a turbulence length scale in a zero-parameter
                                                                  model.
              Field Mathematical representation of a physical quantity;  Physical component Tensor component that has the
                at every point of space the mathematical quantity is de-  physical dimensions of the property being represented.
                fined as continuous for all necessary orders of differ-  Reynolds stress Nondiagonal element of the correlation
                entiation.                                        dyad for fluctuation velocity components in a turbulent
              Ground profile Plot of physical ground elevations along  flow; commonly interpreted as a shear component of
                a pipeline route.                                 the extra stress caused by the turbulence.
              Head Any hydraulic energy quantity converted to an  Tensor Matrix operator that transforms one vector func-
                equivalent hydrostatic pressure and expressed as a col-  tion into another; all tensorial functions and entities
                umn height of fluid.                               must transform properly according to laws of coordi-
              Hydraulic grade line Graphic representation of the me-  nate transformation and retain both formal and opera-
                chanical energy equation as hydraulic or pressure head  tional invariance.
                against length; slope is frictional head loss per unit
                length.
              Mixing length Mean distance over which a turbulent  THE MECHANICS OF FLUIDS is a broad subject deal-
                eddy retains its identity; phenomenological measure  ing with all of the phenomena of fluid behavior. Subtended




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