Page 80 - Industrial Ventilation Design Guidebook
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4.i FLUID FLOW                                                             45

                      It is the dynamic viscosity /x of the gas/fluid that determines its ability for
                  free flow. Very viscous fluids require a large energy input to overcome the trie-
                  tional forces.

                  4. i. i .2 Properties of Fluids
                      Density
                                                         3
                      Density is the mass per unit volume kg irr . The density of a fluid depends
                  on temperature and on atmospheric pressure or a static imposed head. At stan-
                  dard conditions 20 °C and 101.325 kPa (atmospheric pressure at sea level)




                  From these differences it will be seen that water is 832 times as heavy per unit
                  volume as air.
                                                                                3
                      Water at 100 °C at atmospheric pressure has a density of 958 kg m~ . For
                  data at other temperatures and pressures for water and other fluids,, full use
                  has to be made of various reference tables.
                      The relationship that exists between liquid density and temperature is ex-
                  pressed by




                  where






                                                    A i
                  where

                      p is the density at the temperature 6
                      Po is the density at the temperature 0 0
                     A is a constant, specific to the fluid
                      The relation of liquid density to pressure is




                  where £ is the modulus of elasticity.
                     The density of an ideal gas is dependent on the pressure and temperature as


                                                                   1
                                                                       1
                  where R is the gas constant of the gas in question, J kg"  Kr . It is calculated
                                                                      1
                  by dividing the general gas constant R — 8314.3 J kmoH Kr  by the molecular
                  weight of the gas. If the composition of the ideal gas is unknown, but its pres-
                  sure, temperature, and density are known, the value of the gas constant can be
                  calculated from
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