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Theoretical Study of CO2 Absorption into Novel Reactive 1DMA2P Solvent in Split-flow Absorber-stripper Unit: Mass Transfer Performance and Kinetic Analysis

  • Majid Saidi ORCID logo EMAIL logo
Published/Copyright: October 11, 2019

Abstract

In the present study, the mass transfer performance of CO2 absorption into 1-dimethylamino-2-propanol (1DMA2P) as a novel amino alcohol solvent has been theoretically investigated in a split-flow absorber-stripper unit. The mass transfer performance has been presented in terms of CO2 absorption flux and overall mass transfer coefficient (KGav) by simultaneous considering of chemical reactions and mass transfer phenomenon. The developed comprehensive mathematical model has been validated based on related experimental data in literature. The impact of main operation parameters including liquid feed temperature, amine concentration, liquid velocity and CO2 loading were evaluated. The presented results indicated that increasing the liquid feed temperature, amine concentration and liquid flow rate improves the overall mass transfer coefficient. Also, the CO2 absorption performance of conventional and alternative amines such as monoethanolamine (MEA), diethanolamine (DEA), triethanolamine (TEA), methyldiethanolamine (MDEA), piperazine (PZ), 4-(diethylamino)-2-butanol (DEAB) and 1DMA2P have been investigated and compared in order to provide guidelines about effective screening of solvents. The modeling results indicated that the KGav for CO2 absorption into different solution can be ranked as follows: PZ>MEA>DEA>DEAB>1DMA2P>MDEA>TEA.

Nomenclature

av

Specific surface area (m2/m3)

Ck

Concentration of kth component (kmol/m3)

Cke

Equilibrium concentration of kth component in the bulk of liquid (kmol/m3)

Cki

Concentration of kth component at interface (kmol/m3)

CpG

Average molar specific heat of gas (kJ/kmol K)

CpK

Average specific heat of kth component (kJ/kmol K)

CpL

Molar specific heat of liquid (kJ/kmol K)

D

Diffusivity (m2/s)

Dkj

Knudsen diffusivity of species j (m2/s)

dp

Packing nominal size (m)

E

Enhancement factor

G

Molar velocity of gas (kmol/m2 h)

Gˆ

Mass velocity of inert gas (kg/m2 h)

H

Solubility of carbon dioxide in solution (kmol/atm m)

He

Henry’s constant (Pa m3/mol)

h

Heat transfer coefficient in gas phase (kJ/m2 s K)

ΔHCO2

Heat of reaction and absorption of CO2 (kJ/mol)

ΔHH2O

Heat of vaporization of water (kJ/mol)

k(A)

Forward rate constant of reaction (A) (m3/kmol s)

k(A)

Backward rate constant of reaction (A) (m3/kmol s)

k(B)

Forward rate constant of reaction (B) (m3/kmol s)

k(B)

Backward rate constant of reaction (B) (s−1)

kg

Gas side mass transfer coefficient (kmol/h m2 atm)

Ki

Chemical equilibrium constant for reaction i

KGav

Volumetric overall mass transfer coefficient (kgmol/m2 s kPa)

KG

Overall mass transfer coefficient (kmol/s m2 kPa)

ky

Gas side mass transfer coefficient (kmol/s m2)

kl

Liquid side mass transfer coefficient (m/s)

kg

Gas side mass transfer coefficient (m/s)

L

Molar velocity of liquid (kmol/m2 h)

Lˆ

Liquid mass flow rate (kg/h)

Nk

Transfer flux of kth component (kmol/ m2 s)

Pk

Partial pressure of kth component in gas phase (atm)

Pke

Equilibrium vapor pressure of kth component in gas phase (atm)

Pki

Partial pressure of kth component in the liquid-gas interface (atm)

r

Reaction rate

R

Universal gas constant (m3 atm/ kmol K)

Tg

Gas temperature (K)

TL

Liquid temperature (K)

T

Temperature (K)

xk

Mole fraction of kth component in the liquid phase

yk

Mole fraction of kth component in the gas phase

z

Height of the column (m)

Greek symbols
μg

Gas phase viscosity (kg/m h)

μv

Vapor phase viscosity (kg/m h)

μL

Liquid phase viscosity (kg/m h)

ρg

Gas phase density (kg/m3)

ρL

Liquid phase density (kg/m3)

σCO2N2

Lennardejones parameter (A0)

Ω

Collision integrals

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Supplementary Material

The online version of this article offers supplementary material (DOI:https://doi.org/10.1515/ijcre-2019-0034).


Received: 2019-02-06
Revised: 2019-08-11
Accepted: 2019-08-23
Published Online: 2019-10-11

© 2019 Walter de Gruyter GmbH, Berlin/Boston

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