1. Introduction
Nowadays, three technologies are considered promising for large-scale post-combustion CO
2 capture, namely, amine scrubbing, pressure swing adsorption and calcium looping (CaL) [
1,
2,
3,
4]. The main disadvantages of amine scrubbing are a significant energy penalty due to solvent regeneration, equipment corrosion, limitation on the operating temperature, solvent loss and accompanied environment impact. The pressure swing adsorption using physical sorbents is characterized by low selectivity, limitations on operating temperature and high operating pressure to achieve high CO
2 uptake capacity. Both amine scrubbing and pressure swing adsorption can only be used for CO
2 sorption from the flue gas produced during fossil fuel combustion after the flue gas precooling. The use of CaL to capture CO
2 from flue gases was first suggested in 1999 [
5]. The CaL process involves the reversible reaction CaO + CO
2 ⟷ CaCO
3. CaO is circulated between two fluidized bed reactors called the carbonator and the calciner. The CaL process has a number of major advantages: operating at atmospheric pressure and the use of circulating fluidized bed reactors—a mature technology at a large scale, the energy efficiency penalty is relatively small compared to amine scrubbing, the possibility of selective CO
2 trapping from hot flue gas, synergy with the existing power plants and cement plants and use of sorbent derived from cheap environmentally benign friendly raw materials (limestone and dolomite) [
5,
6,
7]. The CaL process is also a promising approach for CO
2 utilization since it provides a high-concentrated CO
2 stream during decarbonation [
5,
6].
CaO is inexpensive and possesses higher CO
2 uptake capacity (the maximum value is about 17.9 mmol/g) compared to alkaline ceramics (for example, Li
4SiO
4—8.3 mmol/g, Li
2ZrO
3—6.5 mmol/g) also suitable for CO
2 capture at elevated temperatures [
4].
The main disadvantage of CaO is a rapid decline in reactivity under the cyclic carbonation–decarbonation process caused by the following major factors: low Tammann temperature of CaCO
3, carbonation process high exothermicity and a big difference in molar volumes of CaO (16.9 cm
3/mol) and CaCO
3 (36.9 cm
3/mol). One of the approaches used to improve the cyclic stability of CaO is the development of CaO-based synthetic sorbents via incorporation of the dopant into CaO. Inertness to CO
2 in the temperature range of the CaL process and high sintering temperature (Tammann temperature) are the criteria for the dopant selection. The dopant acts as a spacer, preventing CaO/CaCO
3 sintering during cyclic carbonation–decarbonation. The sol–gel method, co-precipitation and flame spray pyrolysis are commonly used to fabricate different CaO-based sorbents [
8,
9] and, in particular, the Zr-doped CaO sorbents which exhibit superior performance and durability [
10,
11]. These techniques deal with CaO and the dopant precursors and give rise to nanosized composite sorbents with enhanced CO
2 capture performance and cyclic stability. High-energy milling also ensures efficient particle size reduction and effective dispersion, while being easier to implement, thus this method seems to be more promising for the industrial application than the above laboratory methods [
12,
13,
14]. Moreover, high-energy milling is the most obvious approach to fabricate composite materials from chemically inert components. In [
14] we used high-energy co-milling of calcium carbonate and baddeleyite (natural zirconia mineral), followed by heat-treatment of the obtained nanopowder to fabricate CaO sorbent doped with well-dispersed CaZrO
3 nanoparticles to prevent its sintering. The prepared Zr-doped CaO sorbent was characterized by a high enough steady state CO
2 uptake capacity of 8.6 mmol/g under a multi-cycle carbonation–decarbonation process. The Tammann temperature of CaZrO
3 is 1218 °C [
11]. We used natural zirconia since it is much cheaper than chemically synthesized zirconia and its precursors. Previously, high-energy milling has already been successfully applied to baddeleyite to produce engineering-nanostructured zirconia ceramic with competitive mechanical properties [
15].
The synthesis method, the nature of the dopant and the dopant concentration in the sorbent are usually considered as the main factors affecting performance and durability of the developed CaO-based sorbents. At the same time, due attention is not paid to the effect of the cyclic carbonation–decarbonation operating parameters on the performance of sorbents, although it is important in terms of prospects and limitations to their practical application.
The aim of this work is to investigate the effect of cyclic carbonation–decarbonation operating parameters on the performance of CaO-based sorbents promoted with chemically inert and heat-resistant dopants on the example of the Zr-doped CaO sorbent produced using high-energy milling. Such operating parameters as carbonation and decarbonation temperatures, CO2 concentration in the gas flow upon carbonation and the heating rate from the carbonation to the decarbonation stages were varied.
2. Materials and Methods
Baddeleyite concentrate powder (5 μm, 99.3%, Kovdorsky GOK, Kovdor, Russia) and CaCO3 powder (99.5%, Sigma-Aldrich, Saint Louis, MO, USA) were mechanically mixed to prepare the composite powder with the Zr/Ca molar ratio of 2:10. High-energy milling of the composite powder using distilled water was performed on a planetary mill Pulverisette 7 Premium Line (Fritsch, Idar-Oberstein, Germany) during 5 h. The resulting product was dried in air at 80 °C for 24 h in an OV-11 oven (Jeio Tech Co., Ltd., Seoul, Korea).
The thermal analyzer EXSTAR TG/DTA7200 (SII Nano Technology, Tokyo, Japan) was used to measure CO2 uptake capacity of the Zr-doped CaO sorbent. Before measurements, the sorbent was activated by heat treatment under N2 for CaCO3 decomposition. Then, the sorbent was cooled to the target carbonation temperature at a rate of 10 °C/min and held for 30 min in the gaseous stream of 100 mL/min. The flow of CO2 and N2 contained 15, 30, 50 or 100 vol.% CO2. After carbonation, the sorbent was heated up to the target decarbonation temperature at a rate of 20 °C/min, and held for 20 min under a N2 flow of 100 mL/min. The carbonation–decarbonation cycle was repeated 25 times. For each cycle, the CO2 uptake capacity (mmol/g) of the sorbent was determined as the amount of captured CO2 divided by the sorbent weight before carbonation. The target carbonation and decarbonation temperatures were determined using differential thermogravimetric (DTG) analysis as temperatures when carbonation and decarbonation rates were maximal. DTG analysis was performed in a N2 flow when the sorbent was heated from 500 to 900 °C, and in the flow of CO2 and N2 with 15, 30, 50 or 100 vol.% CO2 when the sorbent was cooled from 900 to 500 °C.
The specific surface area (SBET) of the Zr-doped CaO sorbent as microstructure degradation characteristic was measured by nitrogen adsorption at—196 °C in a relative pressure range of 0.05–0.35 with a gas sorption analyzer Autosorb iQ-C (Quantachrome Instruments, Boynton Beach, FL, USA) using the Brunauer–Emmett–Teller (BET) method. All the samples were degassed under vacuum at 300 °C for 3 h before BET analysis.
3. Results and Discussion
According to DTG analysis, the increase in CO
2 concentration in the gas at the sorbent carbonation stage leads to a rise in both carbonation and decarbonation effective temperatures (
Figure 1). The positions of the carbonation and decarbonation rate peaks are shifted toward higher temperatures and the peaks become narrower (
Table 1).
The half-height width of the carbonation and decarbonation rate peaks can be considered as the temperature ranges in which the sorbent performs best during carbonation and decarbonation.
Table 1 shows that the ranges of operating temperatures of the sorbent depend on CO
2 concentration in the gas flow during carbonation.
The effect of cyclic carbonation–decarbonation on the sorbent CO
2 uptake capacity at different CO
2 concentrations in the gas flow during carbonation is shown in
Figure 2. The carbonation and decarbonation are performed at the temperatures indicated in
Table 1. It is observed that the initial CO
2 uptake capacity of the sorbent slightly decreases from 10.7 to 10.2 mmol/g with the CO
2 concentration increase from 15 to 100 vol.%. Stoichiometric capacity of the sorbent is about 12.4 mmol/g. The CO
2 uptake capacity of the sorbent decreases with a rise in the cycle number attaining 9.2, 8.9, 8.2 and 7.7 mmol/g in the 25th cycle at 15, 30, 50 and 100 vol.% CO
2, respectively. The drop in the capacity value increases from 1.5 to 2.5 mmol/g with a rise in CO
2 concentration from 15 to 100 vol.%. The dependence of the sorbent CO
2 uptake capacity on the number of carbonation–decarbonation cycles attains saturation near the 25th cycle if the sorbent is carbonated in the atmosphere containing 15 vol.% CO
2. Thus, it can be concluded that the sorbent is more resistant to cyclic carbonation–decarbonation if carbonation occurs at lower CO
2 concentrations and low temperatures. In further experiments, carbonation is performed at 630 °C in the gas flow containing 15 vol.% CO
2 because such a concentration corresponds to the typical CO
2 content in the exhaust gases of coal-fired power plants and the indicated carbonation temperature corresponds to the average exhaust gases temperature [
16].
In terms of steady state CO
2 uptake capacity, the studied sorbent is not inferior to CaO sorbents doped with CaZrO
3 previously prepared by co-precipitation (9.6 mmol/g) [
17], a sol–gel auto-combustion synthesis (9.2 mmol/g) [
18] and the surfactant template/ultrasound-assisted technique (3.4 mmol/g) [
19].
It should be noted that if the sorbent is undoped, it shows higher initial CO
2 uptake capacity than the Zr-doped one on a weight basis, due to the inertness of the dopant to CO
2. However, the capacity of pure CaO sorbent decreases dramatically by the 25th cycle (insert in
Figure 2).
It has been revealed that both cyclic carbonation–decarbonation and the rise in CO
2 concentration in the gas flow at carbonation lead to a decrease in the sorbent-specific surface area (
Table 2). After 25 carbonation–decarbonation cycles, the specific surface area decreases by 3.7, 7.4, 15.2 and 20.3% in relation to the virgin sorbent-specific surface area value of 21.7 m
2/g if carbonation occurs in the atmosphere containing 15, 30, 50 or 100 vol.% CO
2, respectively.
The Tammann temperature of CaCO
3 is 533 °C [
11], which is much lower than the used carbonation temperatures (
Table 1). Therefore, CaCO
3 forming during carbonation gets sintered, which has a negative effect on the CO
2 uptake capacity of CaO. Previously, we found that dopant nanoparticles homogeneously dispersed in the tested sorbent separate the sorbent particles from each other, thus hindering CaCO
3 sintering that slows down the CaO particle growth and the sorbent porosity reduction during cyclic carbonation–decarbonation [
14]. As a result, the decrease in the CO
2 uptake capacity of the CaO sorbent functionalized by dopant nanoparticles is less pronounced with the increasing number of cycles than the capacity of pure CaO sorbent (
Figure 2).
The rise in CO
2 concentration in the gas flow increases the carbonation intensity that results in densification of the CaCO
3 layer forming on the surface of CaO particles, which impedes the penetration of CO
2 deep into the CaO particles; therefore, a higher carbonation temperature is required to provide CO
2 penetration through the product layer, and a higher decarbonation temperature is also required to decompose the dense well-sintered product layer. The CaCO
3 sintering results in CaO particles’ growth with each subsequent carbonation–decarbonation cycle. The higher the CO
2 concentration, the more intense the CaO particles’ growth at carbonation, which is confirmed by the specific surface area measurements (
Table 2).
In [
20], it was reported that at the product layer thickness of about 50 nm, an extremely slow diffusion-controlled carbonation stage replaces the fast initial chemical reaction-controlled one. Since the CaCO
3 layer seals CaO inside the sorbent particle and makes it inaccessible for carbonation, the amount of non-reacted CaO increases with each subsequent cycle, due to the sorbent particles’ growth. It explains the sorbent CO
2 uptake capacity degradation during cycling (
Figure 2). The intensive carbonation induced by a high CO
2 concentration promotes the capacity reduction.
The influence of different decarbonation temperatures on the sorbent CO
2 uptake capacity has been tested too (
Figure 3). The carbonation is performed in the gas flow containing 15 vol.% CO
2 at 630 °C (
Table 1). The rise in the decarbonation temperature induces a larger drop in CO
2 uptake capacity after the 1st decarbonation. Moreover, at a higher decarbonation temperature the decrease in the CO
2 uptake capacity is more notable with each increasing cycle number. In the 25th cycle, the CO
2 uptake capacity value attains 9.2, 7.6 and 4.5 mmol/g at decarbonation temperatures of 742, 900 and 1000 °C, respectively. The initial CO
2 uptake capacity of the sorbent is 10.7 mmol/g for the given carbonation parameters. The rise in the decarbonation temperature also results in the sorbent-specific surface area decrease (
Table 3). After 25 carbonation–decarbonation cycles, the sorbent-specific surface area decreases by 3.7, 21.2 and 53.5% in relation to the virgin sorbent-specific surface area value of 21.7 m
2/g. It indicates that the increase in the decarbonation temperature stimulates the CaO particles’ growth.
The decarbonation temperature also affects the carbonation kinetics of the sorbent (insert in
Figure 3). It is revealed that the time to attain 90% of the maximum capacity value in the cycle increases with the rise in the decarbonation temperature. The chemical reaction-controlled stage becomes shorter and slower, and the diffusion-controlled stage becomes longer and starts earlier.
CaCO
3 sintering occurs during carbonation, heating up to the decarbonation temperature and upon decarbonation. The Tammann temperature of CaO is 1154 °C [
11], which is much higher than the used carbonation temperatures. Therefore, CaO sintering does not occur at carbonation. At a low decarbonation temperature, CaO particle growth is provided only by CaCO
3 sintering. The intensity of CaCO
3 sintering can be reduced, for instance, by increasing the heating rate from the carbonation to the decarbonation stages that decrease CaCO
3 residence time at high temperatures. It is revealed that the sorbent CO
2 uptake capacity decreases less with the rise in the cycle number and reaches a stable value earlier if the heating rate is increased (
Figure 4). In the 25th carbonation–decarbonation cycle, the difference in capacity values is 3.6% due to a change in the heating rate from 10 to 40 °C/min.
An increase in the decarbonation temperature leads to CaCO3 sintering intensification due to heating to a higher temperature. Moreover, when the decarbonation temperature approaches 1154 °C it leads to the start of CaO sintering with partial sintering of CaO particles that additionally promotes CaO particles growth during decarbonation.
The rise in the CaO particles size decreases the sorbent-specific surface area with the decarbonation temperature increase (
Table 3). It indicates that the barrier function of the dopant nanoparticles decreases with an increase in the decarbonation temperature due to diffusion intensification promoting the sorbent sintering. A similar effect was observed in [
21], where Nd
2O
3 nanoparticles were used as spacers instead of CaZrO
3 nanoparticles.
CaO sintering hampers CO
2 access to the reaction centers due to gas transport channels blocking. Thus, the amount of trapped unreacting CaO increases with each subsequent decarbonation. It results in the sorbent CO
2 uptake capacity reduction upon cyclic carbonation–decarbonation. Wherein the sorbent CO
2 uptake capacity reduction is greater, the higher the decarbonation temperature (
Figure 3). The increased CaO particle size and hindered CO
2 penetration deep into the CaO particles makes a diffusion-controlled mechanism of carbonation dominant when decarbonation occurs at high temperatures (insert in
Figure 3).