Investigation of CO2 absorption kinetics and desorption performance

the CO2 capacity of NH2-ionic liquid solvents mainly depended on the reaction of. 16 ..... where the amount of absorbent is not a limiting factor. 21 ...
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Environmental and Carbon Dioxide Issues

Investigation of CO2 absorption kinetics and desorption performance in aqueous 1-(2-aminoethyl)-3-methylimidazolium bromine solution Zaikun Wu, Weiqing Li, Tianrong Zhu, Yu Zheng, Tielin Wang, Cun-Wen Wang, and Yunbai Luo Energy Fuels, Just Accepted Manuscript • DOI: 10.1021/acs.energyfuels.8b00954 • Publication Date (Web): 24 May 2018 Downloaded from http://pubs.acs.org on May 24, 2018

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Energy & Fuels 1

1

Investigation of CO2 absorption kinetics and desorption

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performance in aqueous

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1-(2-aminoethyl)-3-methylimidazolium bromine solution

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Zaikun Wua, b, *, Weiqing Lia, Tianrong Zhub, c, Yu Zhengb, Tielin Wanga, Cunwen

5

Wanga, Yunbai Luob,*

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a

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Laboratory of Novel Reactor and Green Chemical Technology of Hubei Province,

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School of Chemical Engineering & Pharmacy, Wuhan Institute of Technology,

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Wuhan 430073, P.R. China

Key Laboratory of Green Chemical Process of Ministry of Education, Key

10

b

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P.R. China

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c

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(Jianghan University), Ministry of Education, Jianghan University, Wuhan

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430072, P. R. China

College of Chemistry and Molecular Sciences, Wuhan University, Wuhan 430072,

Key Laboratory of Optoelectronic Chemical Materials and Devices of Wuhan

15 16

ABSTRACT: The absorption rate and absorption amount of CO2 were determined

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at different 1-(2-aminoethyl)-3-methylimidazolium bromine ([Aemim][Br])

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concentration, absorption temperature and CO2 content in order to optimize

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operational condition in our study. Meanwhile, the effects of regeneration

20

temperature, regeneration time and regeneration circles on the regeneration

21

efficiency of CO2 saturated [Aemim][Br] solution were discussed, respectively .

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2

1

Based on these experiments, the kinetic data (i.e., in terms of the pseudo-first-order

2

rate constant ( k ov ), the second-order reaction rate constant ( k 2 ) and heat of CO2

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absorption was calculated at 303 K as [Aemim][Br] concentration varied from 0.1 to

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2.0 mol.L-1. The result showed that the process of CO2 absorption was fast

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pseudo-first-order reaction regime. According to the kinetic data at 293-323 K, the

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activation energy of reaction was calculated by the Arrhenius equation, and the

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second-order reaction rate constant can be expressed as follows:

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k 2 = 1.997 × 10 10 exp(

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DEA) and amino acid ionic liquids (i.e., 1-ethyl-3-methylimidazole glycinate,

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1-butyl-3- methylimidazole glycinate), [Aemim][Br] has the best regeneration

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efficiency but lower absorption rate in the same condition.

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Keywords: carbon dioxide, absorption, kinetics, regeneration

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1. INRTODUCTION

− 5440

T

).

By contrast to common CO2 absorbents (i.e., MEA

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Chemical and physical absorption take a vital role in the process of carbon

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dioxide capture. New technologies and process for capturing CO2 in the natural gas,

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coal-fired power and acid gas industry have attracted worldwide attentions [1-6].

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Alkanolamine is the most popupar absorbent used in gas-treating for the removal of

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the acidic components H2S and CO2 at present, such as monoethanolamine (MEA),

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diethanolamine (DEA), diisopropanolamine (DIPA) and methyldiethanolamine

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(MDEA) [7-9], due to its high-capacity in the process of CO2 capture [10]. However,

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some drawbacks are exist as classical capture technology [11], including its high

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Energy & Fuels 3

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fugacity, toxicity, corrosiveness and energy requirement for regeneration in industry

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[12]. Therefore, it is very important to look for substitute absorbents for minimizing

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anthropogenic emission of greenhouse gases (GHGs) into the atmosphere [13].

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Ionic liquids are regarded as possible replacements to the conventional solvents

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in the process of acid gas absorption in recent years [14, 15]. It is not only because of

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their superior properties (low vapor pressure, high thermal stability, low energy

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consumption etc), but also because of less effects on the environment and special

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applications in some fields [16-21]. In addition, ionic liquids have potential

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advantages on CO2 absorption [2]. Firstly, they are very efficient absorbent because of

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the superiority in the way of saving energy consumption of absorption process

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compared with alkanolamine. Secondly, it is good for decreasing the investment of

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equipment for solvent regeneration compared with MEA process in industry.

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Amino-functionalized ionic liquids (NH2-RTILs) were considered to have the same

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CO2 capacity as MEA solution at atmospheric pressure. It was reported that physical

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and chemical absorption occurred in the process of CO2 absorption [22, 23]. However,

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the CO2 capacity of NH2-ionic liquid solvents mainly depended on the reaction of

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CO2 and the primary amine group, which has a stoichiometry of 2:1 (NH2-RTILs:

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CO2) [22].

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In order to design the absorber for CO2 capture plants and simulate industrial

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process, it is quite necessary to investigate the reaction kinetic of CO2 with

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NH2-RTILS in theory [24]. The kinetic study of CO2 absorption into

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4

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amino-functionalized ionic liquids with closed reactor at given pressure was reported

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in some literatures [22, 23]. However, energy consumption and equipment cost

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increase as operating pressure increases in chemical industry. Therefore, it is more

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beneficial to save energy that remove CO2 from flue gas at atmospheric pressure.

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Since the process of CO2 absorption into common ionic liquids is controlled

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exclusively by physical mechanisms, the solubility of CO2 in them can be neglected at

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atmosphere pressure. Meanwhile, the high viscosity of pure amino-functionalized

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ionic liquids indicated a major impediment to their applicability for CO2 capture.

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Therefore, it is necessary that investigate the kinetic of CO2 absorption into aqueous

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amino-functionalized ionic liquids solution at atmosphere pressure in order to explore

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CO2 absorption process in industrial application.

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According to the research of Jing et al. [25], aqueous tetramethylammonium

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glycinate solution exhibited good absorption performance , the activation energy of

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CO2 absorption into aqueous [N1111][Gly] solution was 15.431 kJ mol−1. Kumar et al.

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[26] found that the reaction constant of CO2 with aqueous potassium salt of taurine

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had higher value than reported in the literature for aqueous alkanolamines. The study

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from Zhou et al. [27] showed that [N1111][Gly] promoted the absorption of CO2 in

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0.95 mol. L-1AMP aqueous solutions. However, the kinetics of CO2 absorption into

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aqueous functionalized imidazolium cation ionic liquid solution and the regeneration

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performance of its saturated solution have not been studied at atmospheric pressure.

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Meanwhile, considering functionalized imidazolium cation ionic liquids take a vital

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Energy & Fuels 5

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role in the process of CO2 capture [22] . Therefore,

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1-(2-aminoethyl)-3-methylimidazolium bromine was chosen as CO2 absorbent to

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study the kinetic and activation energy of CO2 absorption into aqueous functionalized

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imidazolium cation ionic liquids solution, owing to its low viscosity and superior

5

stability . The effect of ionic liquid concentration, temperature, CO2 partial pressure

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and CO2 loading were investigated in our work. Meanwhile, the regeneration

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performance of CO2 saturated [Aemim][Br] solution was also studied.

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2. EXPERIMENTAL SECTION

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2.1. Chemicals. Carbon dioxide (mass fraction purity≥99.9%) and nitrogen

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(mass fraction purity≥99.9%) were supplied by Oxygen Co., Ltd. of WISCO, China.

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N-methylimidazole was purchased from Hubei Hongyuan Pharmaceutical Co., Ltd.

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2-bromoethylamine hydrobromide was supplied by Shanghai Nanxiang Reagent Co.,

13

Ltd. 1-(2-aminoethyl)-3-methylimidazolium bromine was prepared using the similar

14

procedure in literature [28].

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2.2. Experimental setups and procedures. The absorption experiments

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were carried out in a double stirred cell absorber. A full description of the setup and

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procedure is available in detail in our previous work [29], shown as in Figure S1 (see

18

the Supporting Information). Since CO2 absorption in above absorber is intermittent

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reaction, the absorption rate and absorption load were calculated within first 20

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minutes. Meanwhile, under the same conditions, 1.0 mol.L-1 aqueous solution of

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[Aemim][Br], DEA and MEA were saturated by absorbing CO2 with double stirred

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cell absorber until the flow rate of mixed gas at inlet was equal to its value at outlet,

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respectively. After saturated absorption, the CO2 loaded solution was regenerated by

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heating with oil bath. In order to eliminate the effect of saturated water vapor pressure,

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the CO2 loading of solution was determined by adding dilute sulphuric acid into

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saturated solution and lean solution, the desorption setup was described in Figure1. To

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determine the optimal condition, the regeneration efficiency of CO2 from saturated

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solution was calculated as:

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η =

V − V1 × 100% V

(1)

In Eq. (1), η represents the regeneration efficiency (%), V represents the CO2

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volume released by the acidolysis reaction of dilute sulphuric acid and saturated

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solution, V1 represents the CO2 volume released by the acidolysis reaction of dilute

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sulphuric acid and lean solution.

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2.3. Physicochemical data measurement. 2.3.1. Density, viscosity and pH.

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The density ,viscosity and pH of the aqueous [Aemim][Br] solutions were measured

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using pycnometer method, Ubbelohde viscosity meter and acidity meter (PHS-3C),

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respectively.

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2.3.2. Diffusivity of CO2 in aqueous [Aemim][Br] solutions. The diffusion

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coefficient of CO2 in aqueous [Aemim][Br] solutions was calculated by contrast to

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their values in water at the same condition. According to the values of viscosity, the

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diffusion coefficient of CO2 in [Aemim][Br] solutions was calculated. This method

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was the same as reported in the previous literatures [29].

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Energy & Fuels 7

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2.3.3. Solubility of CO2 in aqueous [Aemim][Br] solutions. The regular solution

2

theory (RST) was used to estimate the solubility of CO2 in [Aemim][Br] solutions.

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Referred to the calculating procedure in our previous work [29], the solubility of CO2

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in aqueous [Aemim][Br] solutions can be obtained with the similar method.

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3. THEORY

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3.1. CO2 absorption in aqueous [Aemim][Br] solutions. Apart from the

7

backbone of the molecules, the functional groups of amino-imidazole ionic liquids are

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the same as those of primary amine and the reaction mechanism is expected to be

9

similar. Therefore, the reaction mechanism can be explained by zwitterion theory

10

reported in many literatures [25, 26, 30]. According to zwitterion theory, a zwitterion

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was formed by the reaction of CO2 and [Aemim][Br] firstly, then it was deprotonated

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by a base (RNH2) present in solution and formed carbamate that has higher stability.

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This process can be expressed by Eq.(2) and Eq.(3), where

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from aqueous [Aemim][Br] solution. So it can be inferred that carbamate was formed

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in the process of CO2 absoprion into aqueous [Aemim][Br] solutions.

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RNH2 + CO2

represents the base

+

OOC H2N R

17

(2) (3)

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Based on CO2 absorption into [APmim][BF4] solution reported by Galán Sánchez

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[22], the reaction mechanism of CO2 absorption into aqueous [Aemim][Br] solution

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can be known as the first order reaction with respect to the concentration of both

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[Aemim][Br] and CO2. This process can be described by the overall reaction, shown

2

as Eq. (4).

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RNHCOO + RNH3

CO2 + 2RNH2

(4)

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3.2. mass transfer. The studies on kinetics of the reaction between CO2 and

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solutions were based on the two-film theory of gas-liquid mass transfer. Since the

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physical absorption of CO2 in [Aemim][Br] solutions can be neglected at atmospheric

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pressure [23], absorption rate can be expressed as follows:

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N CO = k 2[CO 2 ][RNH 2 ]

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As CO2 absorption into a thin film occurs according to a pseudo first-order

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regime, the absorption rate can be also given by Eq. (6), where D CO 2 is diffusivity of

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CO2 in the liquid phase [31].

12

(5)

2

N CO = C CO ,i D CO k 2C ILS 2

2

2

(6)

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According to the two-film model, the relationships between the absorption rate

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( N CO 2 ) and the gas-side mass transfer coefficient ( kG ) is connected via the driving

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force as Eq. (7).

N CO = kG(PCO − PCO16i ) 2

17

2

2,

(7)

Where PCO 2 and PCO 2 ,i are CO2 partial pressure and equilibrium CO2 partial

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pressure in the gas-liquid interface, respectively. Meanwhile, the absorption rate can

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be calculated by the product of enhancement factors ( E ), liquid-side mass transfer

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coefficients ( k L ) and CO2 concentration in the gas-liquid interface ( CCO 2 ,i ) [3, 12, 25],

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expressed as Eq. (8).

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Energy & Fuels 9

N CO = Ek LC CO1,i 2

(8)

2

2

C CO

2 ,i

= PCO 2 ,i H CO 32

(9)

4 5

In Eqs. (7)–(8), the gas-side mass transfer coefficients and liquid-side mass

6

transfer coefficients ( k L ) can be calculated by the following equation [25, 32].

k L = kW ,CO (D CO 2

2 ,L

D CO ,W )72 3

(10)

2

8

kG = kG ,SO (DCO 2

10

2

−N 2

D SO

In this equation, D CO

2

−N 2

2, − N 2

)92 3

(11)

and D SO

2,− N 2

can be calculated by Maxwell-Gilliland

11

equation [33]. k W ,CO 2 is the mass transfer coefficients of CO2 in pure water that has

12

been reported in literature [32]. According to the values of µILs calculated from

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preceding procedure, the diffusion coefficient of CO2 in aqueous [Aemim][Br]

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solutions can be calculated by Eqs. (12)–(13). So based on Eqs. (9)–(12), the values of

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k L and k G can be calculated, respectively.

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log D CO 2 ,W = −8.1764 +

17

(D

18

CO 2 ,ILs

µILs

0.8

) = (D T

712.5

T CO 2 ,W

µW

− 0.8

2.591 × 105

T2

)

T

(12) (13)

Danckwerts [31] reported the relation among hatta number ( H a ) and other kinetic

19

parameters, expressed as Eq. (14). In case of a 1-1 reaction, the region

20

( 2 < Ha