Week 6 Flashcards

1
Q

objective to to remove material in the gas phase from liquid phase, resulting in a state of equilmolar counter diffusion

A

stripping

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2
Q

objective to to add material in the gas phase from liquid phase, resulting in a state of equilmolar counter diffusion

A

absorption

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3
Q

the feed is a gas that is added at the bottom of the column while the solvent is fed into the top of the column. The absorbed gas leaves at the bottom of the column while the unabsorbed gas leaves the top of the column.

A

absorption

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4
Q

can also be called gas washing, has scrubbing or gas absorption

A

absorption

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5
Q

Absorption and stripping can be conducted in:

A
  1. Tray towers
  2. Packed column
  3. spray towers
  4. Bubble columns
  5. Centrifugal contactors
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6
Q

General design considerations for strippers/gas absorbers

A
  1. Entering gas
  2. Desired degree of recovery
  3. Choice of stripping agent
  4. Operating pressure and temperature
  5. Minimum absorbent flow rate compared to actual absorbant flow rate
  6. Number of equilibrium stages
  7. Heat effects
  8. Type and dimensions of absorber
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7
Q

The ideal absorbent should be

A
  1. Highly soluble for solute (low usage)
  2. Low volatility (low losses)
  3. Be stable (low losses)
  4. Be non-corrosive
  5. Have low viscosity (low pressure drops with heat and mass transfer rates)
  6. Be non foaming
  7. Non toxic and non flammable
  8. Be cheap
  9. Be available
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8
Q

The degree to which a as is absorbed is ….

A

a fraction of its partial pressure at any temperature and pressure

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9
Q

Three types of gas can be considered for Henry’s Law for solubility of gas

A

1) Very soluble
2) Moderately soluble
3) Sparingly soluble

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10
Q

Henry’s law for solubility of gas equation

A

Pa = H * Xa
Pa = H * Ca

For dilute concentrations of most gases the equilibrium relation is given by Henry’s law

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11
Q

What solubility is significantly affected by

A

temperature & pressure

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12
Q

Equation for molecular diffusion

A

NA = - DA (dC/dz)

Na = diffusional flux
D = diffusivity of A with respect to B
C = concentration of A
z = diffusional path function

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13
Q

used in gas absorption to describe the mass transfer of a solution from a has into a liquid

A

Whitman Two film theory

https://www.oxfordreference.com/abstract/10.1093/acref/9780199651450.001.0001/acref-9780199651450-e-3194

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14
Q

Main assumptions of Whitman Two Film Theory

A
  1. Bulk gas & liquid phases are in turbulent flow and are therefore perfectly mixed, have uniform concentration and there is no resistance to mass transfer
  2. On either side of the interface there are thin films where the flow is laminar or stagnant where the mechanisms of mass transfer is by molecular diffusion as described by Fick’s Law & where the whole of the resistance to mass transfer occurs
  3. There is no resistance to mass transfer at the interface and conditions of local equilibrium occur
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15
Q

Film gas transfer coefficients for gas film

A

N’A = Kg (p-pi)

Kg = gas film transfer coefficient
pi = partial pressure solute A in gas at interphase

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16
Q

Film gas transfer coefficients for liquid film

A

N’A = Kl (xi-x)

Kl = liquid film mass transfer coefficient
xi = concentration solute A in iquid at interphase

17
Q

Under steady state conditions the mass flux through each film is the same

A

N’A = Kg(p-pi) = Kl(x-xi)

18
Q

(p-pi) is known as…

A

gas film driving force

19
Q

(xi-x) is known as…

A

liquid film driving force

20
Q

Whitman Two Film Theory: equations for gas film

A

N’A = Kg(p-pi) = kg(y-yi)
N’A = KG(p-pi) = KG(y-ye)

21
Q

Whitman Two Film Theory: equations for liquid film

A

N’A = kL(xi-x)
N’A = KL(xe-x)

22
Q

Slope of equilibrium line H

A

[pi-pe]/[xi-x]

23
Q
A
24
Q

In soluble gas, the value of H is small therefore…

A

1/KG ≈ 1/kg

25
Q

for a soluble gas system the bulk of the resistance is within the gas phase

A

Gas film control

26
Q

In insoluble gas, the value of H is large therefore…

A

1/KL ≈ 1/kL

27
Q

Operating line equation

Mass balace on the solute between any point of composition

A

Lm[X-X2]=Gm[Y-Y2]

Lm = flow of solute free liquid
X,Y=mole ratio in liquid & vapour phase
Gm = flow of solute free gas

28
Q

Lm and Gm are treated as ________ at low concentrations

A

low

29
Q

On a driving force diagram, the area between the operating line and the equilibrium line represents

A

driving force for mass transfer

30
Q

On a driving force diagram, the top line is

A

Operating line

Slope: L/G

31
Q

On a driving force diagram, the bottom line is

A

Equilibrium line

Slope: H

32
Q

total area of contact between two liquids in a liquid-liquid operation

A

interfacial area

https://www.collinsdictionary.com/dictionary/english/interfacial-area

33
Q

Over a small volume, the amount transferred per unit time dQ =

A

dQ = KG a (p-pe) dv

a = effective interfacial area per unit volume of packing

34
Q
A