Given a suspension in water of uniformly sized sphere (diameter = 6,102.36 μin, density = 71.17 lb/ft3 has a solids concentration of 25% by volume. The suspension settles to a bed of solids concentration of 55% by volume. The rate at which the sediment/suspension interface rises, in mm/s. Assume water properties: density, 1000 kg/m3; viscosity, 0.001 Pa.s a. -0,.401 b. -0.328 c. -0.375 d. -0.450 e. -0.833

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Given a suspension in water of uniformly sized sphere (diameter = 6,102.36 μin, density = 71.17 lb/ft3 has
a solids concentration of 25% by volume. The suspension settles to a bed of solids concentration of 55%
by volume. The rate at which the sediment/suspension interface rises, in mm/s. Assume water
properties: density, 1000 kg/m3; viscosity, 0.001 Pa.s

a. -0,.401

b. -0.328

c. -0.375

d. -0.450

e. -0.833

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