Part a
Basis - 1 m3 of product steam
Specific gravity = density of fluid / density of water
For the product stream
Specific gravity = 1.213
Density of product stream = specific gravity x density of water
= 1.213 x 1000 kg/m3
= 1213 kg/m3
Mass of solution = 1213 kg/m3 x 1m3 = 1213 kg
Molarity of product stream = 4 mol/L
Moles of H2SO4 / volume of solution = 4 mol/L
Mass of H2SO4 / (volume x molecular weight) = 4 mol/L
Mass of H2SO4 / (volume) = 4 mol/L x 98 g/mol x 1000L/m3
Mass of H2SO4 / (volume) = 392000 g/m3 x 1kg/1000g
Mass of H2SO4 / (volume) = 392 kg/m3
Mass of H2SO4 = 392 kg/m3 x 1m3 = 392 kg
Mass fraction of H2SO4 = mass of H2SO4 / mass of solution
= 392 / 1213 = 0.323 kg H2SO4 / kg solution
Part b
Mass of 20 wt% H2SO4 = 100 kg
Density of 20 wt% H2SO4 = 1.139 x 1000 = 1139 kg/m3
Volume of 20 wt% H2SO4 = mass/density
= 100 kg/(1139 kg/m3) = 0.0878 m3 x 1000L/m3
= 87.8 L
H2SO4 balance
H2SO4 in 20 wt% stream + H2SO4 in 60 wt% stream = H2SO4 in product stream
100 x (0.20) + m2 x (0.60) = m3 x (0.323)
20 + 0.6 x m2 = 0.323 x m3
m2 = 0.538 x m3 - 33.33 ....... Eq1
Water balance
Water in 20 wt% stream + Water in 60 wt% stream = Water in product stream
100 x (1 - 0.20) + m2 x (1 - 0.60) = m3 x (1‐0.323)
80 + 0.4 x m2 = 0.677 x m3
Put the value of m2 from eq1
80 + 0.4 x (0.538 x m3 - 33.33) = 0.677 x m3
80 + 0.2152 x m3 - 13.33 = 0.677 x m3
66.67 = 0.4618 x m3
m3 = 144 kg
V3 = m3/density of product stream
= 144 kg/(1213 kg/m3)
= 118.7 m3
m2 = 0.538 x 144 - 33.33
= 44.14 kg
V2 = 44 kg/(1498 kg/m3 )
= 0.0294 m3 x 1000L/m3
= 29.37 L
Feed notation = volume of 20% solution / volume of 60% solution
= 87.8 L /29.37 L
= 2.989 (L 20 wt% / L 60 wt%)
Part c
To produce 1250 kg/h of products
Volume requires V2 = (1250 kg/hr x 29.37 L) /144 kg
= 255 L/hr
All I need to calculate is the values of 44.4 kg/h and 144.4 Kg/h. Please show...
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