Page 34 - Fluid mechanics, heat transfer, and mass transfer
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FLUID STATICS  11

            TABLE 1.2  Viscosity Conversions
                                         Saybolt Viscosity                 Redwood Viscosity (s)
            Kinematic                                                                                    Engler
            Viscosity (cSt)     Universal (SSU)       Furol (SSF)        No. 1           No. 2         Viscosity (s)

            1                         31                  –                29             –                1
            2                         32.6                –                30.2           –                1.1
            3                         36                  –                32.9           –                1.2
            4                         39.2                –                35.5           –                1.3
            5                         42.4                –                38.6           5.28             1.37
            6                         45.6                –                41.8           5.51             1.43
            7                         46.8                –                43.1           5.6              1.48
            8                         52.1                –                46             6.03             1.64
            9                         55.4                –                48.6           6.34             1.74
            10                        58.8                –                51.3           6.6              1.83
            20.52                    100                  –                85.6          10.12             3.02
            42.95                    200                  –                170           18.9              5.92
            108                      500                  52.3             423           46.2             14.6
            215.8                   1000                 102.1             846           92.3             29.2
            431.7                   2000                 204              1693          185               58.4
            1078.8                  5000                 509              4230          461              146
            1510.3                  7000                 712              5922          646              204
            2157.6                 10,000               1018              8461          922              292
            3236.5                 15,000               1526            12,692            –              438
            4315.3                 20,000               2035            16,923            –              584




                & Barometer is used for measuring the pressure of the  . What is the working principle of an aneroid barometer?
                  air, due to the weight of the column of air above it. As  What are its plus points?
                  the Earth’s atmosphere gets thinner with increasing  & An aneroid is a flexible metal bellows that has been
                  height, it follows that at higher altitudes above sea  tightly sealed after having some of the air removed.
                  level, the weight of air will decrease. In other words,  Higher atmospheric pressures squeeze the metal
                  pressure decreases.                                  bellows while lower pressures allow it to expand.
                & Barometer consists of a long glass tube closed at one  & Aneroid barometer has certain advantages over a
                  end and filled with a liquid, usually mercury, and    mercury barometer because it is much smaller and
                  inverted upside down in an open container having     compact and can also record a week’s worth of data.
                  the same liquid, taking care that no air is entrapped in
                  the tube. Pressure of air acting on the liquid in the
                  container forces the liquid up the tube. Height of the
                  liquid column in the tube above the liquid surface in
                  the container indicates atmospheric pressure at the
                  place. The space above the liquid column is not
                  absolute vacuum as it contains vapors of the liquid
                  used as barometric fluid, exerting its vapor pressure,
                  which is a function of temperature.
                & Figure 1.8 shows a barometer setup.
                & At sea level, height of mercury column will be
                  760 mm. Mercury is normally used as the barometric
                  liquid as its vapor pressure is very low.
              . If water is used as a barometric fluid instead of mercury,
                what will be height of the water column at sea level?
                & The height of the water column above sea level,
                  corrected to vapor pressure exerted above the col-
                  umn, is 10.33 m.                                         FIGURE 1.8 Mercury barometer.
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