1. A
constant pressure filtration test gave data that can fit an expression dt/dV =
9.3 V + 8.5; (t in seconds, V in liters). If the resistance of the filter
medium is assumed unaffected with pressure drop and the compressibility
coefficient of the cake is 0.3, what will be the time taken for the collection
of 3.5 liters of filtrate at a filtration pressure twice that used in the test.
2. A
pressure filter is operated in the constant rate mode to yield 10 m3
in the first ten minute, as the pressure increases from zero. In the next 20
minutes the filtration was continued at constant pressure, after which it was
stopped. Assume filter medium resistance is negligible and the cake is
incompressible.
a) Estimate the total volume of
filtration obtained.
b) Determine washing time if the volume of wash
liquid equals the volume of filtrate obtained.
3. Solid
particles having a size of 0.12 mm, sphericity 0.88 and a density of 1000 kg/m3
are to be fluidized using air at 2 atm abs and 25°C. The voidage at minimum
fluidizing conditions is 0.42. The cross section of the empty bed is 0.3 m2
and the bed contains 300 kg of solid. Take viscosity of air 0.0185 cP.
a) Calculate the
pressure drop across the bed.
b) Calculate the minimum
fluidization velocity using Ergun’s equation for calculating pressure
drop.
4. A packed bed is composed of cylinders having a
diameter of 0.02 m and height = 1.5 Diameter. The density of the packed bed is
980 kg/m3 and the density of the solid cylinder is 1500 kg/m3. Calculate the porosity of the bed, effective diameter and sphericity of the
particle.
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