Parameters
Henry's Constant m
0.500
y* = m·x (equilibrium line slope)
Gas Inlet yin
0.100
Gas Outlet yout
0.010
Liquid Inlet xin
0.000
L/G Multiplier (×1.5×Lmin)
1.00
Actual L = 1.5×Lmin × multiplier
HTU Height [m]
0.50 m
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Transfer Units NTU
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HTU [m]
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Column Height Z [m]
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Equilibrium Stages
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L/G Ratio
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Absorption Efficiency [%]
Absorption Factor A vs NTU
Design Equations
Equilibrium (Henry's law): $y^* = m \cdot x$
NTU (analytical for linear equilibrium): $N_{OG} = \dfrac{\ln\!\left[\dfrac{y_{in}-mx_{in}}{y_{out}-mx_{in}}\cdot\left(1-\dfrac{1}{A}\right)+\dfrac{1}{A}\right]}{1-\dfrac{1}{A}}$
Absorption factor: $A = \dfrac{L}{mG}$, Column height: $Z = N_{OG} \times H_{OG}$
Minimum L/G: $\left(\dfrac{L}{G}\right)_{min} = m \cdot \dfrac{y_{in}-y_{out}}{y_{in}/m - x_{in}}$
Process Engineering Applications: Flue gas desulfurization (SO₂ absorption), ammonia absorption, natural gas sweetening (CO₂/H₂S removal), organic solvent recovery. NTU calculations form the design basis for packed column models in Aspen Plus and HYSYS.