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40. The flat roof (as seen from the air) has area A = 150 × 5.8 = 870 m2 . The volume of material directly
    above the tunnel (which is at depth d = 60 m) is therefore V = A × d = 870 × 60 = 52200 m3 . Since the
    density is ρ = 2.8 g/cm3 = 2800 kg/m3 , we find the mass of material supported by the steel columns to
    be m = ρV = 1.46 × 108 m3 .

    (a) The weight of the material supported by the columns is mg = 1.4 × 109 N.
    (b) The number of columns needed is

                                                   1.43 × 109 N
                                  n=                               −4 m2 )
                                                                           = 75 .
                                       2 (400 × 10 N/m ) (960 × 10
                                       1          6      2

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P13 040

  • 1. 40. The flat roof (as seen from the air) has area A = 150 × 5.8 = 870 m2 . The volume of material directly above the tunnel (which is at depth d = 60 m) is therefore V = A × d = 870 × 60 = 52200 m3 . Since the density is ρ = 2.8 g/cm3 = 2800 kg/m3 , we find the mass of material supported by the steel columns to be m = ρV = 1.46 × 108 m3 . (a) The weight of the material supported by the columns is mg = 1.4 × 109 N. (b) The number of columns needed is 1.43 × 109 N n= −4 m2 ) = 75 . 2 (400 × 10 N/m ) (960 × 10 1 6 2