Yufei Jiang,
Lijun Yang*,
Xizhang Wang,
Qiang Wu,
Jing Ma and
Zheng Hu*
Key Laboratory of Mesoscopic Chemistry of MOE and Collaborative Innovation Center of Chemistry for Life Sciences, School of Chemistry and Chemical Engineering, Nanjing University, Nanjing, 210023, P. R. China. E-mail: lijunyang@nju.edu.cn; zhenghu@nju.edu.cn
First published on 4th May 2016
Metal-free carbon-based nanomaterials have been widely studied as a type of excellent electrocatalyst for the oxygen reduction reaction (ORR) in an alkaline medium due to their great stability, wide availability, environmental acceptability, and strong resistance to poisonous gas. They usually show a much inferior activity in an acidic medium, and a strategy to modify sp2 carbon to facilitate the ORR in an acidic medium is critically needed. Herein, by taking carbon nanotubes (CNT) as the platform, and O2 chemisorption ability as the descriptor of activity in an acidic medium, a series of N, B, BOx, P and S mono- and multi-doped CNT(5,5) were studied using an ab initio modeling method. Eight configurations resulting from N mono-doping, BOx doping and B/N, BOx/N and P/N multi-doping are found to be potential active structures in an acidic medium due to their highly exothermic O2 chemisorption. These results indicate the great potential of sp2 carbon as an ORR electrocatalyst in an acidic medium, and also provide theoretical references for the exploration of carbon-based metal-free ORR electrocatalysts.
Recently, carbon-based metal-free ORR electrocatalysts doped with non-metal heteroatoms such as nitrogen,6–11 boron,12 phosphorus,13,14 and sulfur15 demonstrated excellent ORR activity with high stability as well as CO and methanol tolerance, thus experiencing great progress.16–20 In an alkaline medium, these metal-free carbons show high ORR activities, even close to or surpassing Pt-based catalysts.6,7,13,15 But in an acidic medium, their performances were usually poor with onset potentials of 0.6–0.7 V (vs. NHE).21,22 Very recently, N-doped graphene nanosheets reached a new record of ∼0.8 V (vs. NHE), indicating the great potential for metal-free carbons to catch up with Pt-based ORR electrocatalysts in an acidic medium.23 To unlock more potential, the strategy for modifying metal-free carbons to facilitate the ORR in an acidic medium is of great importance. Herein, taking carbon nanotubes (CNT) as the platform, and O2 adsorption ability as the descriptor of the ORR activity in an acidic medium, a series of N, B, BOx, S, and P mono- and multi-doping configurations were studied using an ab initio modeling method. Eight configurations from N mono-doping, BOx doping, and B/N, BOx/N and P/N multi-doping are found to be potential ORR active structures in an acidic medium due to the considerable exothermic O2 chemisorption energy. These results stress the importance of the regulation of doping configurations on the activity of carbon-based electrocatalysts, and also provide a strategy to explore metal-free ORR electrocatalysts, which is of great significance for the development of fuel cells.
Eads = E(NT + O2) − E(NT) − E(O2) |
O2 + e− → O2− |
This reaction occurs without O2 chemisorption at a potential ∼0.30 V (vs. NHE), just around the onset potential of the ORR in an alkaline medium for most metal-free carbons. From this reaction, the inert pristine O2 turns into an active O2− species and reduction starts, leading to a greatly facilitated ORR in an alkaline medium. While in an acidic medium, the onset of the ORR shifts to a much higher potential window (0.6–1.0 V), in which the O2− species are too difficult to generate.32,34 Therefore, in an acidic medium, to transfer the first electron to pristine O2, the orbital overlaps between O2 and the electrocatalyst are prerequisite. In other words, the chemisorption of pristine O2 on the electrocatalyst is a necessary step. Therefore, in an acidic medium the transition metal-based electrocatalysts usually possess higher activity than metal-free carbons, due to a much better O2 chemisorption capability.
Experimentally, CNTs can survive exposure to ambient O2 at 500 °C, demonstrating a strong chemical inertness towards O2.35 Theoretically, there is a spin-mismatch between ground-state O2 and pristine CNTs to prevent them from approaching each other. Fig. 1 shows this spin-mismatch through HOMO contours.12 It is known that ground-state O2 is a spin-triplet molecule with two unpaired electrons, while pristine CNT(5,5) is a typical spin-singlet system in which the electrons are all paired up. The π* orbital of O2 forms an antibonding orbital with the π orbital of CNT(5,5) in one spin direction due to their opposite orbital signs (Fig. 1a), repelling O2 away from CNT(5,5). This antibonding orbital counteracts the binding effects from the same-sign orbitals in another spin direction (Fig. 1b), ending up with weak physisorption. The physisorbed O2–CNT(5,5) has a large adsorption distance of 3.52 Å, a small adsorption energy of −0.001 eV, and a negligible amount (0.1e) of charge transferred to O2 (Table 1). With this understanding, the adsorption could be enhanced by modifying the state of O2 or the CNT, respectively.
System | Eadsa (eV) | d(tube–O2)b (Å) | d(O![]() |
QO2d (e) |
---|---|---|---|---|
a The adsorption energy.b The distance between the absorbed O2 and the nanotube.c The O![]() |
||||
CNT(5,5) | −0.001 | 3.520 | 1.215 | −0.100 |
g-NCNT(5,5) | 0.067 | 1.577 | 1.310 | −0.347 |
p-NCNT(5,5) | 0.834 | 1.456 | 1.499 | −0.567 |
g-N3CNT(5,5) | −1.152 | 1.349 | 1.448 | −0.789 |
BCNT(5,5) | 0.137 | 1.553 | 1.321 | −0.452 |
BOCNT(5,5) | −0.032 | 1.543 | 1.319 | −0.454 |
BO2CNT(5,5) | −0.516 | 1.494 | 1.328 | −0.486 |
BNCNT(5,5) | 0.124 | 1.526 | 1.331 | −0.497 |
BN2CNT(5,5) | −0.296 | 1.501 | 1.338 | −0.521 |
BN3CNT(5,5) | −1.622 | 1.465 | 1.510 | −0.771 |
BONCNT(5,5) | 0.159 | 1.496 | 1.335 | −0.536 |
BO2NCNT(5,5) | −0.211 | 1.438 | 1.468 | −0.744 |
PCNT(5,5) | 0.828 | 1.759 | 1.341 | −0.539 |
PNCNT(5,5) | −0.695 | 1.610 | 1.556 | −1.067 |
PN2CNT(5,5) | −1.548 | 1.608 | 1.566 | −1.079 |
PN3CNT(5,5) | −0.563 | 1.602 | 1.574 | −1.068 |
SCNT(5,5) | 0.631 | 1.530 | 1.314 | −0.319 |
SNCNT(5,5) | 0.708 | 1.523 | 1.316 | −0.322 |
SN2CNT(5,5) | 0.536 | 1.430 | 1.481 | −0.727 |
The first way is to change the spin state of the adsorbate. Fig. 1c shows the potential energy profiles of triplet and singlet O2 approaching CNT(5,5), which indicates that the chemisorption of O2 on CNT(5,5) could be achieved by exciting the triplet O2 to the spin-singlet state. Consequently, the spin-mismatch is eliminated, by which the antibonding orbital in Fig. 1a turns into a bonding one, and O2 chemisorbs readily on CNT. But this spin-flip requires an activation energy of ∼1.5 eV (Fig. 1c) and radical methods (e.g. high temperature or ultraviolet (UV) light). Since fuel cells should be working under mild and controllable conditions, activating O2 to enhance chemisorption on CNTs is out of consideration.
The second way is to change the spin state of the adsorbent. The spin mismatch could be resolved by doping CNTs with heteroatoms. The unpaired electrons could change the local spin states and interact with the pristine O2. In the following, by tuning the N, B, BOx, P, and S mono- and multi-doping configurations, we demonstrate the creation of active sites towards O2 chemisorption, which would be potential ORR active sites in an acidic medium.
The N, B, BOx, P, and S mono- and multi-doped CNT(5,5) are shown in Fig. 2, with the detailed doping configurations sketched in the insets. For N doped CNT(5,5), three types of doping configurations are modelled, i.e., graphitic N (g-NC3), pyridinic N (p-NC2), and one C atom surrounded by three graphitic N atoms (g-N3C). The respective models are denoted as g-NCNT(5,5), p-NCNT(5,5) and g-N3CNT(5,5) (Fig. 2a–c). For B and BOx doping, the models with BC3, BC2O and BCO2 structures are denoted as BCNT(5,5), BOCNT(5,5) and BO2CNT(5,5), respectively (Fig. 2d–f). For B/N and BOx/N multi-doping, the models with the configurations of BNC2, BN2C, BN3, BONC, and BO2N are denoted as BNCNT(5,5), BN2CNT(5,5), BN3CNT(5,5), BONCNT(5,5) and BO2NCNT(5,5), respectively (Fig. 2g–k). For P mono-doping and P/N multi-doping, the models with PC3, PNC2, PN2C and PN3 are denoted as PCNT(5,5), PNCNT(5,5), PN2CNT(5,5) and PN3CNT(5,5), respectively, as shown in Fig. 2l–o. For S doping, since the atomic radius of an S atom is much larger than a C atom, the S dopant is more likely to stay at the edge of the CNT rather than in the plane. Hence, the SC2 configuration is modelled by substituting an edge C atom with a S atom, as shown in SCNT(5,5) (Fig. 2p). Moreover, S/N multi-doping structures, i.e., SNC2 and SN2C, are modelled as SNCNT(5,5) and SN2CNT(5,5) (Fig. 2q and r). The O2 adsorption sites are also displayed in Fig. 2, which were scanned over all the possible sites around the dopants to ensure the lowest total energy of the O2–nanotube system. The calculated results of the adsorption parameters are listed in Table 1.
N has one electron more than C, and N-doping increases the electron density of the C π system. Thus, the nanoscale workfunction is lowered and the generation of active O2− species is facilitated, which boosts the ORR activity in an alkaline medium. However, as listed in Table 1, pristine O2 has a weak chemisorption around g-NC3 and p-NC2, indicating the poor activity with these two configurations in an acidic medium. Very recently, p-NC2 was designated as an active structure for the ORR in an acidic medium, based on activity tests at very low potentials (<0.3 V vs. NHE).23 At such low potentials, the O2− generated in the solution phase is responsible for the ORR instead of the p-NC2. We also found that O2 chemisorption become strongly exothermic by −1.15 eV for the g-N3C configuration. The chemisorbed O2 extracts electrons to get reduced from the nanotube with this C atom as a bridge. The chemisorbed O2 obtains −0.79e from g-N3CNT(5,5), and the transferred charge weakens the OO bond with an elongation from 1.21 Å in the gas phase to 1.45 Å in the absorbed state (Table 1). These results indicate that a combination of N doping configurations could greatly improve the adsorption ability of N-doped carbon, and create ORR active sites in an acidic solution. Thus, the experimentally observed ORR activity of N-doped carbons in acidic solutions could be understood from this perspective.
B has one electron less than C, leaving one unpaired electron in the substitutionally doped BCNT(5,5). As shown in Table 1, the chemisorption of O2 on BCNT(5,5) is endothermic, with adsorption energy of ∼0.14 eV. Since B is very reactive towards oxidation, X-ray photoelectron spectroscopy (XPS) measurements of experimentally prepared BCNTs always demonstrate a signature of BC2O and BCO2 structures.12,36,37 It is necessary to check the activity of these B oxide groups. BC2O and BCO2 emerge from the oxidation of a BC3 structure, with one or two O atoms occupying the bridge position between B and C, as shown in Fig. 2e and f. Since O has a much larger electronegativity of 3.44 compared to 2.55 for C and 2.04 for B, B atoms are more positively charged in BOxCNT(5,5) than in BCNT(5,5). As shown in Table 1, O2 chemisorption enhances synchronously with increasing B oxidation state, and the charge transferred from the nanotube to the chemisorbed O2 increases as well. As so, chemisorbed O2 gets more and more reduced with an increase in the B oxidation state. For BO2CNT(5,5), the chemisorbed O2 extracts −0.486e, indicating good ORR activity.
BNCNT(5,5) has quite poor O2 chemisorption, with chemisorption energy of 0.12 eV (Table 1). This is because with N as an electron donor and B as an electron accepter, the BNCNT(5,5) model is a closed shell system with no unpaired electrons, similar to pristine CNT(5,5). Such a closed shell is broken when more N atoms bond with one B. The chemisorbed O2 obtained −0.52e from BN2CNT(5,5) and −0.77e from BN3CNT(5,5), with rather exothermic chemisorption energies of −0.30 and −1.62 eV, respectively. Since the chemisorbed O2 is more reduced on BOx groups (Table 1), a combination of BOx and N dopants were also calculated for the BONCNT(5,5) and BO2NCNT(5,5) models. The O2 has endothermic chemisorption on BONCNT(5,5) with chemisorption energy of 0.159 eV. In contrast, the O2 chemisorbs on BO2NCNT(5,5) in a parallel style, with each O atom bonding to active B and C respectively. The chemisorption energy is −0.21 eV, and the chemisorbed O2 obtained −0.74e from BO2NCNT(5,5). The OO bond length elongates to 1.47 Å, and O2 is already partially reduced.
For the P mono-doped case, PCNT(5,5) has quite endothermic O2 chemisorption, at ∼0.83 eV (Table 1). When P and N are multi-doped into CNT(5,5), the O2 affinity gets greatly enhanced. As listed in Table 1, O2 chemisorption on the P/N multi-doped configurations is quite exothermic with chemisorption energies of −0.70, −1.55 and −0.56 eV and transferred charges of −1.07e, −1.08e and −1.07e for PNCNT(5,5), PN2CNT(5,5) and PN3CNT(5,5), respectively, indicating the high ORR activity of P/N multi-doped CNT(5,5).
As listed in Table 1, SCNT(5,5), SNCNT(5,5) and SN2–CNT(5,5) all demonstrate highly endothermic O2 chemisorption with chemisorption energies of 0.63, 0.71 and 0.54 eV, indicating poor ORR activities.
So far, we can see that the conventional B, N, P, and S mono-doped CNTs show poor O2 chemisorption (Fig. 3). Thus the experimental facts can be understood, most mono-doped metal-free carbons usually demonstrate low ORR activity in acidic solution. The first electron cannot be efficiently transferred to O2 without chemisorption at low pH. For some recently reported N-doped carbons showing certain activity in acidic solution, the active sites would be certain special configurations, such as a C site surrounded by three graphitic N atoms, due to the great O2 chemisorption capability. When B is in a high oxidation state or N is multi-doped with B, BOx, and P, certain active sites are generated with quite large O2 chemisorption energies (Fig. 3). From these theoretical results, it can be deduced that, experimentally, B/N and P/N multi-doped CNTs should be promising to obtain good ORR activity in acidic solution. More detailed theoretical works, such as spin density calculations, electronic structure analysis, and ORR free energy profile calculations, are needed to further judge the potential of these active structures. Furthermore, experimental tests of the theoretical understandings are highly expected.
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