Qi Jianga,
Ming Jiang*a,
Tianci Hanb,
Yongmei Hea,
Tianguo Lia,
Jilai Zhanga,
Youbo Sua,
Yonglin Wua,
Bo Diana and
Yonglan Zonga
aCollege of Resources and Environment, Yunnan Agricultural University, Kunming, China. E-mail: mingjiang2010@163.com
bShandong Pengrun New Materials Co. Ltd., Jining, China
First published on 11th July 2023
Bentonite-based adsorbents for the removal of hydrogen sulfide (H2S) were prepared by a wet-mixing method using carbide slag as the active component. The effects of carbide slag content, calcination temperature, calcination time, and reaction temperature on the H2S adsorption capacity were investigated. The results showed that compared with the blank bentonite adsorbent, the carbide slag-modified bentonite-based adsorbent enhanced the chemisorption of H2S. The adsorption capacity of the carbide slag modified bentonite adsorbent (2.50 mg g−1) was more than 40 times higher than that of the blank bentonite-based adsorbent (0.06 mg g−1) under optimal conditions. The optimal conditions for H2S removal were 3:5 ratio of carbide slag-to-bentonite, calcination temperature of 450 °C for 2 h, and reaction temperature of 95 °C. H2S was mainly removed in the mesopores and macropores of the adsorbent and was finally transformed to CaS and sulfate on the adsorbent surface. The adsorption process of H2S followed the Freundlich adsorption isotherm equation and Bangham adsorption kinetic model.
Bentonite is a non-metallic mineral with montmorillonite as its main mineral component. It is one of the most abundant clay minerals in the world and has been used because of its good water absorption, swelling properties, and non-toxicity.10–12 Bentonite is also used in environmentally friendly materials. Stepova et al.13 used metal-modified carbonate-rich bentonite for the purification of H2S in low concentration exhaust gases. The results showed that the iron-modified and copper-modified bentonite adsorbents had almost 100% H2S removal capacity by 15 min and 25 min, respectively. Similar results were obtained by Nguyen-Thanh et al. who used metal-modified bentonite compounded with activated carbon for H2S purification.14 The results showed that 3000 ppm H2S could be almost completely removed by the copper-modified adsorbent by 10 min. Currently, bentonite-based adsorbents for H2S removal are usually modified using iron chloride solution or copper chloride solution.13,14 However, the formation of Fe2S3 and CuS is a challenge for the effective utilization of such type adsorbents. The utilization of solid waste can ensure green development goals are achieved, and waste-to-waste technologies have emerged as a new idea for the comprehensive utilization of waste. Bentonite-based adsorbents can be modified with waste material and used for H2S removal.
Carbide slag is a highly alkaline and relatively loose surface solid waste residue produced by the hydrolysis of calcium carbide to produce acetylene for PVC production. Its main component is Ca(OH)2.15 The global annual production of carbide slag is huge, each 1 ton of PVC produces about 1.5–2 tons of carbide slag by-product, and the massive dumping of carbide slag poses a serious threat to the environment.16 Therefore, scholars have utilized the high alkalinity of carbide slag to prepare materials to remove SO2, HCl, fixed CO2.16,17 However, composites containing carbide slag have not been used for H2S removal.
In this paper, a carbide slag-modified bentonite adsorbent for H2S removal was prepared. The effects of carbide slag content, calcination temperature, calcination time, and adsorption temperature on the adsorptive removal of H2S were investigated by H2S removal efficiency curves. The adsorption characteristics of H2S on the adsorbent were analyzed by SEM, N2-BET, FTIR spectroscopy, Raman spectroscopy, XRD, and XPS. The H2S adsorption isotherms and kinetic were also explored.
Activated bentonite (noted as AB) was obtained by the high-temperature calcination of sodium-based bentonite at 450 °C for 2 h.
Carbide slag (noted as CS) was collected from a calcium carbide plant in An Ning, Yunnan Province, China.
Name of adsorbent | Mass ratio of raw materials | Calcination temperature | Calcination time |
---|---|---|---|
CK-B | Bentonite:Water = 5:2, wt/wt | — | — |
C-B | Bentonite:Water = 5:2, wt/wt | 450 °C | 2 h |
CK-AB | Activated bentonite:Water = 3:2, wt/wt | — | — |
C-AB | Activated bentonite:Water = 3:2, wt/wt | 450 °C | 2 h |
CS-B (1:5) | Carbide slag:Bentonite:Water = 1:5:3.5, wt/wt/wt | — | — |
C-CS-B (1:5) | Carbide slag:Bentonite:Water = 1:5:3.5, wt/wt/wt | 450 °C | 2 h |
CS-B (2:5) | Carbide slag:Bentonite:Water = 2:5:4.5, wt/wt/wt | — | — |
C-CS-B (2:5) | Carbide slag:Bentonite:Water = 2:5:4.5, wt/wt/wt | 450 °C | 2 h |
CS-B (3:5) | Carbide slag:Bentonite:Water = 3:5:5, wt/wt/wt | — | — |
C-CS-B (3:5) | Carbide slag:Bentonite:Water = 3:5:5, wt/wt/wt | 450 °C | 2 h |
Activated bentonite does not bond well with calcium carbide slag; therefore, a total of 10 adsorbents were prepared, which were noted as CK-B, CK-AB, C-B, C-AB, CS-B (1:5), CS-B (2:5), CS-B (3:5), C-CS-B (1:5), C-CS-B (2:5), and C-CS-B (3:5). The maximum loading of carbide slag on bentonite under the experimental conditions was 3:5, beyond which the adsorbent could not be bonded into shape.
Fig. 1 shows the preparation process of the adsorbents. Volatile impurities were removed from carbide slag by calcination. The diameter specification of the extrusion machine and ball rolling board was 3 mm; therefore, the diameter of the prepared spherical adsorbents was 3 mm. During aging, the raw material needs to be evenly infiltrated by water to prevent the disintegration of the adsorbent due to water vaporization during calcination. The aging time was generally 24 h.
N2-BET isotherms were measured with a Quadrasorb Evo fully-automatic specific surface and pore size distribution analyzer (Quantachrome, Inc., USA).
Raman spectra were collected with a LabRAM HR Evolution Raman spectrometer (Horiba, Inc., Japan). The wavenumber range was 50–4000 cm−1.
X-ray diffraction (XRD) measurements were performed using an X'Pert3 powder X-ray diffractometer (PANalytical, Inc., Netherlands).
X-ray photoelectron spectroscopy (XPS) was carried out using a K-Alpha X-ray photoelectron spectrometer (Horiba, Inc., Japan). The excitation source was Al Kα rays (hv = 1486.6 eV) with a beam spot of 400 μm.
FTIR spectra were collected using a Nicolet iS10 FTIR spectrometer (Thermo Fisher, Inc., USA). The wavenumber range was 4000–400 cm−1.
TD-DTG was collected with HCT-1 synchronous TG-DTA thermal analyzer (Beijing Hengjiu Experimental Equipment Co. Ltd., China).
(1) |
In this formula, q is the adsorption capacity (mg g−1); Q is the total gas flow (m3 min−1); t is the adsorption time (min); C0 is the pre-sorption H2S concentration (mg m−3); C is the post-sorption H2S concentration (mg m−3); m is the adsorbent quality (g).
According to the H2S breakthrough curves, the breakthrough adsorption capacities of CK-B, C-B, CK-AB, C-AB, CS-B (1:5), and C-CS-B (1:5) were 0.06, 0.06, 0.06, 0.05, 0.05, and 0.23 mg g−1, respectively. Comparing these adsorbents shows that high-temperature calcination negatively affected the single bentonite adsorbent, while the bentonite adsorbent loaded with carbide slag was suitable for high-temperature activation. The excellent adsorption performance of C-CS-B (1:5) may be due to the active groups formed after the introduction of Ca(OH)2.
As mentioned in Fig. 1, the calcination temperature of the carbide slag-modified bentonite adsorbent (CS-B) was 450 °C. This temperature was chosen based on the TG-DTA curve of the sample CS-B, as shown in Fig. 5. The TG curve showed an obvious weight loss plateau in the range of 430–475 °C, corresponding to heat absorption decomposition peak in the DTA curve. This indicated that phase transformations occurred in the CS-B (3:5) adsorbent at 430–475 °C, which changed its adsorption performance. To accurately determine the optimum temperature and time for adsorbent activation, a single-factor experiment was conducted to examine the effect of the calcination temperature and time. Both the calcination temperature and calcination time greatly influenced the H2S adsorption capacity. In agreement with the results in TG-DTA curves, 450 °C was the optimal calcination temperature (Fig. 4(b)). Fig. 4(c) confirms that 2 h was the optimal calcination time. When the calcination was low or the calcination time was too short, no reaction between carbide slag and bentonite was observed. The surface physicochemical properties of the adsorbent were insufficient to support the adsorption of large amounts of H2S. A high calcination temperature or long calcination time might sinter the adsorbent, which will reduce the adsorption performance of H2S
The adsorption reaction temperature is one of the most important factors affecting the adsorption of H2S by adsorbents. According to Fig. 4(d), upon increasing the adsorption temperature, the H2S adsorption capacity decreased and then increased. As observed, when the adsorption temperature increased from 20 °C to 40 °C, the penetration time decreased from about 55 min to 45 min. And when the adsorption temperature continued to increase, the breakthrough time increased until the maximum value was reached at 95 °C, at which time the breakthrough time was about 75 min and the adsorption capacity was about 2.50 mg g−1. Therefore, the adsorption process of H2S on C-CS-B (3:5) was divided into two stages, which indicated that the mechanism of H2S adsorption on C-CS-B (3:5) adsorbent may be a physical and chemical adsorption process. This phenomenon might be caused that in the low temperature stage (20–40 °C), the physical adsorption process was inhibited as the temperature increased and showed a tendency to decrease the adsorption performance. While the reaction temperature exceeds 40 °C, the adsorption process was dominated by endothermic chemical reaction process, which showed the best adsorption performance at 95 °C. In particular, the adsorption capacity of C-CS-B (3:5) was more than 40 times higher than that of CK-B (0.06 mg g−1) at the optimal conditions of 95 °C. In the study by Nguyen-Thanh et al.14 the CuCl2 modification of activated carbons with bentonite resulted in a 5 times higher H2S breakthrough capacity of the modified adsorbent than the blank adsorbent. In this way, the modification of bentonite with carbide slag may provide better performance in H2S removal.
Fig. 6 (a) Langmuir; (b) Freundlich; (c) Temkin adsorption isotherm fits for H2S adsorption over C-CS-B (3:5). |
Isotherm model | Parameters | Temperature | ||||
---|---|---|---|---|---|---|
20 °C | 40 °C | 60 °C | 80 °C | 95 °C | ||
Langmuir | qm | 17.21922 | 5.23121 | 2.24395 | 55.00686 | 3.01403 |
b | 0.00520 | 0.02022 | 0.01899 | 0.00849 | 0.01191 | |
R2 | 0.99865 | 0.89846 | 0.98692 | 0.88666 | 0.94171 | |
Freundlich | qmk | 0.10266 | 0.14741 | 0.17595 | 0.46926 | 0.71740 |
n | 0.42999 | 0.34425 | 0.32466 | 0.20288 | 0.20299 | |
R2 | 0.99888 | 0.92294 | 0.97946 | 0.91581 | 0.98049 | |
Temkin | a0 | 0.03086 | 0.05482 | 0.06188 | 0.46446 | 0.40331 |
f | 1.80063 | 2.60573 | 2.55853 | 3.27514 | 2.08390 | |
R2 | 0.98464 | 0.91262 | 0.98957 | 0.88633 | 0.98043 |
The Langmuir model is described by eqn (2):
θ = q/qm = bc/(1 + bc) | (2) |
The fitted form of Langmuir model is described by eqn (3):
q = qmbc/(1+bc) | (3) |
The Freundlich model is described by eqn (4):
θ = q/qm = kcn | (4) |
The fitted form of Freundlich model is shown by eqn (5):
q = qmkcn | (5) |
The Temkin model is described by eqn (6):
θ = q/qm = lna0c/f | (6) |
θ = a + blnc | (7) |
The adsorption capacity of H2S on C-CS-B (3:5) at different adsorption temperatures was calculated by eqn (1). The quasi-primary adsorption model, quasi-secondary adsorption model, Elovich adsorption model, and Bangham adsorption model were used to fit the data and determine the adsorption kinetic model most applicable to this experiment. The fitting results are shown in Fig. 7, and the calculated fitting parameters for each kinetic model are shown in Table 3. The results showed that the coefficient of determination was R2 > 0.99 when fitting the data using the Bangham adsorption kinetic equation. Therefore, the Bangham adsorption kinetic model can describe the kinetic process of H2S adsorption by C-CS-B (3:5).
Kinetic equation | Parameters | Temperature | ||||
---|---|---|---|---|---|---|
20 °C | 40 °C | 60 °C | 80 °C | 95 °C | ||
Quasi-primary | qe | 1.99974 | 1.44155 | 1.42475 | 1.83317 | 2.69068 |
k1 | 0.01132 | 0.01630 | 0.01678 | 0.01291 | 0.00836 | |
R2 | 0.99230 | 0.98985 | 0.99164 | 0.98860 | 0.99356 | |
Quasi-secondary | qe | 2.85648 | 2.01711 | 1.88004 | 2.44068 | 3.69499 |
k2 | 0.00304 | 0.00644 | 0.00793 | 0.00458 | 0.00184 | |
R2 | 0.98487 | 0.98061 | 0.98008 | 0.97486 | 0.98545 | |
Elovich | α | 0.20958 | 0.34527 | 0.37204 | 0.23987 | 0.12785 |
β | 1.83150 | 2.38407 | 2.45062 | 1.95160 | 1.40386 | |
R2 | 0.94178 | 0.95486 | 0.96044 | 0.94543 | 0.94003 | |
Bangham | qe | 1.80602 | 1.31016 | 1.34950 | 1.71820 | 2.50985 |
n | 1.25596 | 1.30355 | 1.22441 | 1.29637 | 1.22513 | |
k | 0.00468 | 0.00599 | 0.00773 | 0.00430 | 0.00349 | |
R2 | 0.99965 | 0.99924 | 0.99763 | 0.99886 | 0.99945 |
The quasi-primary adsorption model differential equation is:
dq/dt = k1(qe − qt) | (8) |
After integrating eqn (8) from t = 0 to t > 0 (q = 0 to q > 0), the conversion equation is obtained as:
qt = qe − qee−k1t | (9) |
where qt is the adsorption capacity at t time (mg g−1); t is the adsorption time (min); qe is the adsorption capacity at equilibrium (mg g−1); k1 is the quasi-primary adsorption rate constant.
The quasi-secondary adsorption model differential equation is:
dq/dt = k2(qe − qt)2 | (10) |
After integrating eqn (10) from t = 0 to t > 0 (q = 0 to q > 0), the conversion equation was obtained as:
qt = k2qe2t/(1 + k2qet) | (11) |
The Elovich adsorption model expression is:
qt = (1/β)ln(α/β) + (1/β)lnt | (12) |
The Bangham adsorption model differential equation is:
dq/dt = k(qe − q)/tn | (13) |
Integration of eqn (13) yields:
(14) |
where n and k are constants, and the other meanings were the same as those in eqn (8)
Fig. 9 N2 adsorption/desorption isotherms (a) and pore size distribution curves (b) for CK-B, C-CS-B (5:3) and C-CS-B (5:3)-H2S. |
The pore size distribution curves (Fig. 9(b)) of the samples were calculated by Barrett-Joiner-Halenda model.23 The BET surface area, total pore volume, average pore size and micropore volume of the three samples are listed in Table 4. As seen from Fig. 9(b), the pore size distribution of sample CK-B was very different from that of other samples, and its pore size was mainly distributed in the mesoporous range of 2.7–18.4 nm. Comparisons between CK-B and C-CS-B (5:3) suggested that carbide slag modification blocked most pores, but it also expanded pores in the 19.6–83.4 nm size range. Combined with Fig. 9 and Table 4 and comparing C-CS-B (5:3) samples before and after adsorption, the specific surface area of C-CS-B (5:3)-H2S decreased by 10%, and the total pore volume increased. H2S underwent both pore filling (2.9–16.7 nm, 19.8–56.9 nm) and pore expansion (16.7–19.8 nm, 56.9–120 nm) on the adsorbent.
Samples | BET surface area (m2 g−1) | Total pore volume (cm3 g−1) | Average pore size (nm) | Micropore volume (cm3 g−1) |
---|---|---|---|---|
CK-B | 38 | 0.107 | 0.11 | 0.015 |
C-CS-B (5:3) | 12 | 0.065 | 0.22 | 0.004 |
C-CS-B (5:3)-H2S | 10 | 0.068 | 0.26 | 0.004 |
In the Raman spectra of samples C-CS-B (5:3) and C-CS-B (5:3)-H2S (Fig. 11(b)), the peaks at 256 cm−1, 354 cm−1, and 3615 cm−1 represented O–H vibrations, which mainly originated from Ca(OH)2.27 The weakening of the O–H vibrational peak after the adsorption of H2S by C-CS-B (5:3) indicated the involvement of hydroxyl groups in the adsorption process. The peaks of sample C-CS-B (5:3) at 1083 cm−1 and sample C-CS-B (5:3)-H2S at 1437 cm−1 both represented telescopic vibration of CO32+ originating from the CaCO3 component.28 The change in the position of the spectral peaks before and after adsorption occurred because CaCO3 was involved in the adsorption process and the crystalline form of CaCO3 was changed. The Raman spectrum of the sample with adsorbed H2S contained bands at 1360 cm−1 and 1600 cm−1, which are characteristic of graphite.29,30 The appearance of the carbon peaks indicates that a redox reaction involving the carbonaceous material occurred during adsorption.
S status | Before adsorption | After adsorption | |
---|---|---|---|
S 2p | Ca-S | SO42− | |
Binding energy of S 2p (eV) | — | 161.8 | 168.9 |
FWHM (eV) | — | 2.03 | 3.06 |
Calculated S percentage (%) | 0 | 0.27 | 0.42 |
Ca(OH)2 + H2S → CaS + 2H2O | (15) |
Ca(OH)2 + 2H2S → Ca(HS)2 + 2H2O | (16) |
CaCO3 + H2S → CaS + H2O + CO2 | (17) |
CaS + 2H2O + 2CO2 → CaSO4·2H2O + 2C | (18) |
Ca(HS)2 + H2O + CO2 → CaCO3 + 2H2S | (19) |
CaS + H2O → Ca(OH)2 + H2S | (20) |
The adsorption capacity and breakthrough time of carbide slag-modified adsorbent were greatly improved compared with the single bentonite adsorbent. The adsorption temperature had a strong effect on the H2S adsorption process, with higher temperatures favoring chemisorption. Under optimal conditions, the adsorption capacity of the carbide slag modified adsorbent for H2S was 40 times higher than that of the blank bentonite-based adsorbent. The Freundlich isotherm model best described the adsorption of H2S. The results of the computational fitting of the adsorption kinetics showed that the Bangham adsorption kinetic model beset described the kinetic process of H2S adsorption by C-CS-B (5:3).
The adsorption of H2S occurred via chemisorption, which occurred mainly in mesopores and macropores. An acid-base neutralization reaction, redox reaction, and hydrolysis reaction all occurred during adsorption. H2S was removed in the form of CaS and sulfate.
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