The first divers used metal ‘diving bells’ to move air under the water surface.
(a) Modelling the air in bell as a hemisphere with diameter of 2.5 metres, use the following information to calculate the upthrust produced due to the water.
Ρwater= 997 kgm-3
Volume of a sphere = 4/3𝜋r3
g = 9.81 ms-2
(b) If the bell was fully submerged and then its suspension cable was released, what would its maximum acceleration be, given that its mass was 4500 kg?
a)
"F=\\rho gV=\\rho g\\frac{\\pi d^3}{12}=40~kN,"
b)
"ma=mg-F,"
"a=g-\\frac Fm=0.92~\\frac m{s^2}."
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