Literature DB >> 33644702

Synergistic Doping and Surface Decoration of Carbon Nitride Macrostructures by Single Crystal Design.

Jesús Barrio1,2, Shmuel Barzilai3, Neeta Karjule1, Pilar Amo-Ochoa4, Félix Zamora4,5, Menny Shalom1.   

Abstract

Tailored design of hybrid carbon nitride (CN) materials is quite challenging because of the drawbacks of the solid-state reaction, and the utilization of single crystals containing C-N monomers as reactants for the high-temperature reaction has been proven to imprint a given chemical composition, morphology, or electronic structure. We report the one-pot synthesis of alkali-containing CN macrostructures with ionic crystals on its surface by utilizing a tailored melamine-hydrochloride-based molecular single crystal containing NaCl and KCl as reactants. Structural and optical investigations reveal that upon calcination, molecular doping with Na+ and K+ is achieved, and additionally, the ionic species remain on the surface of the materials, resulting in an enhanced H2 evolution performance through water splitting owing to a high ionic strength of the reaction media. Additionally, the most stable configuration of the alkaline metals in the CN lattice is evaluated by DFT calculations. This work provides an approach for the rational design of CN and other related metal-free materials with controllable properties for energy-related applications and devices.
© 2021 American Chemical Society.

Entities:  

Year:  2021        PMID: 33644702      PMCID: PMC7903700          DOI: 10.1021/acsaem.0c02964

Source DB:  PubMed          Journal:  ACS Appl Energy Mater


Introduction

Graphitic carbon nitride (CN) materials have attracted widespread attention as metal-free semiconductors for a wide variety of energy-related applications, covering photo-electrochemistry for water splitting,[1−4] CO2 reduction,[5−7] and organic transformations.[8] Recently, tailored design of properties such as the electronic band structure or the surface composition has allowed the use of CN materials in other fields, such as sensing,[9−11] polymer chemistry,[12] and opto–electronic devices.[13,14] The introduction of alkali metals and their ionic salts has been proven to augment the photocatalytic activity of these materials by virtue of the ability of metals such as Li, Na, or K to finely tune the band structure of CN.[15,16] Furthermore, Maschmeyer and co-workers have recently shown that the ionic strength of the reaction media strongly affects the photocatalytic activity in CN-based systems modified with alkali metals, owing to a dielectric screening effect.[17] Recently, we and others showed the possibility of designing the structural, thermal, and photophysical properties of CN (with or without heteroatoms) by using melamine-based single crystals as reactants.[18−24] Upon calcination, the high crystalline stability of the monomers allows them to retain their order at high temperatures. In this work, we show the synthesis of novel alkali metal-containing melamine crystals and their utilization for the high-temperature synthesis of CN polymers. Upon thermal condensation, molecular doping is achieved, which enhances the photocatalytic performance in the hydrogen evolution reaction (HER) through water splitting. Additionally, the CN surface is decorated with salt crystals. Using this innovative method, together with theoretical calculations, enabled us to elucidate the role of the alkali metals embedded within the CN framework, distinct from those in the solution.

Experimental Section

Synthesis of Melamine-Based Crystals and CN Materials

Melaminium chloride hemihydrate crystals were prepared by slow evaporation of a 50 mL solution containing melamine (150 mg, 1.2 mmol) and HCl in water (37%, 2% v/v). Metal-doped crystals were prepared following the same approach, dissolving melamine (150 mg, 1.2 mmol) along with a given alkali metal salt, either NaCl (70.1 mg, 1.2 mmol) or KCl (89.5 mg, 1.2 mmol) in a 1:1 molar ratio. A 1:0.5:0.5 molar ratio was employed to prepare the crystal containing both salts (150 mg, 1.2 mmol for melamine, 35 mg, 0.6 mmol for NaCl, and 45 mg, 0.6 mmol for KCl). Graphitic CN materials were prepared by thermal condensation of the prepared crystals at 500 °C for 4 h under a N2 atmosphere.

Photocatalytic Hydrogen Production

The measurements were carried out at a constant temperature of 25 °C under an inert Ar atmosphere. For this, 15 mg of the photocatalyst was placed in a 50 mL Schlenk flask in a solution (19 mL) containing water and triethanolamine (TEOA) in a 9:1 (v/v) ratio and 19.6 μL of H2PtCl6 solution (8% in water). The mixture was kept under a constant Ar flow for 30 min before the reaction was started by switching on a −100 W white LED array (Bridge lux BXRA-50C5300; λ > 410 nm), following a similar methodology previously reported by our group.[25] The amount of evolved gas in the headspace was evaluated by gas chromatography (Agilent 7820 GC system), by injecting 0.5 mL, after having performed a calibration line with known amounts of H2. The average quantum yield (AQY) was obtained utilizing LEDs (Thorlabs, Model no. M405L4 and M430L4) equipped with a 405 nm bandpass filter and an average intensity of 35 mW cm–2. AQY measurements were carried out in a sealed reactor connected to an argon line and an Agilent 7820 GC system with a total solution volume of 8 mL, having the same proportions as the measurements performed in the Schlenk flask. The reactor was continuously purged with argon in darkness in order to remove the existing gases, and the purging process was monitored by automatic sampling every 11 min. After purging, the LED was switched on, the amount of hydrogen gas produced was recorded, and the integrated area was used for the calculation of the AQY according to the formula: AQY = Ne/Np × 100% = 2 M/Np × 100%, where Ne is the number of reaction electrons, Np is the number of incident photons, and M is the number of H2 molecules.[26]

Electrochemical Measurements

Electrochemical measurements were recorded using a three-electrode system on an Autolab potentiostat (Metrohm, PGSTAT 101). A Pt foil electrode and an Ag/AgCl (3 M KCl) electrode were used as the counter and reference electrodes, respectively. Mott–Schottky (1/C2 vs V) measurements were carried out at a frequency of 1, 2, 2.48, 3.2 kHz in 1 M Na2SO4 aqueous solution as the electrolyte. Nyquist plots of the samples were measured in the frequency range from 100 kHz to 10 mHz at an applied voltage of 1.23 V versus RHE.

DFT Calculations

Density functional theory (DFT) was utilized to compute the interaction between sodium and potassium and CN surfaces. We considered a supercell with one layer of CN, arranged in a tri-s-triazine geometry containing 24 carbon atoms, 32 nitrogen atoms, and a top vacuum layer. The initial slab was relaxed to define the optimum lattice parameter and to allow the atoms in the slab to adjust their relaxed positions. The calculations were carried out using the Quantum-ESPRESSO package[27] and performed on a periodically repeated supercell. To define the preferred location of the sodium and potassium cations over the CN surface and to compute the adsorption energies, all atoms in the supercell were allowed to relax, and the electronic properties were then computed. The adsorption energy (Eads) of each alkali metal was computed according to the following equationwhere Erlxsys is the total energy of each system after relaxation, ErlxCN is the relaxed energy of the CN surface, EK or Na is the energy of an isolated alkali metal cation, and n is the number of such cations on the surface, computed for a selected coverage area. The ion core was described by plane wave (PAW) pseudopotentials,[28] and the valence electrons (2s, 2p electrons for C and N atoms, 2s 2p 3s electrons for Na, and 3s 3p 4s electrons for K atoms) were treated explicitly with a kinetic cutoff of 50 Ry for the wave function and 350 Ry for the charge density. The exchange–correlation potential was treated within the Perdew–Burke–Ernzerhof generalized gradient approximation,[29] and a k-mesh of 2 × 2 × 1 was constructed according to the Monkhorst and Pack scheme.[30] The relaxations were carried out until the change in energy was less than 5 × 10–5 Ry, and the residual forces of all atoms were less than 10–3 Ry/B.[3] For the final relaxed structures, a self-consistent convergence criterion of 10–6 Ry was imposed. Identical conditions and convergence criteria were employed for all systems.

Characterization

Scanning electron microscopy (SEM) images of the CN materials were obtained with a JEOL JSM-7400 microscope and a field emission gun source operating at 3.5 kV. The porosity was calculated by the Brunauer–Emmett–Teller approach from nitrogen-sorption measurements performed on a Quantachrome Novatouch NT LX[3] system. Fourier transform infrared (FTIR) spectroscopy was performed with a Thermo Scientific Nicolet iN10Mx infrared microscope. Fluorescence measurements were carried out in an Edinburgh instrument, FLS920P fluorimeter. UV–vis absorption spectra were obtained with a Cary 100 spectrophotometer. X-ray photoelectron spectroscopy (XPS) was performed with a Thermo Fisher Scientific ESCALAB 250 spectrometer using monochromatic Kα X-rays (1456.6 eV). X-ray diffraction (XRD) patterns were measured with a PANalytical Empyrean diffractometer using Cu Kα radiation. Magic-angle spinning (MAS) NMR experiments were carried out on a Bruker AVANCE III 500 MHz narrow-bore spectrometer, using a 4 mm double-resonance MAS probe at a spinning rate of 8 KHz. 13C cross-polarization (CP) MAS experiments were carried out using a 2.5 μs 1H 90° pulse, a 2 ms mixing time, and a 3 s recycle delay between acquisitions. 1H direct excitation experiments were carried out using a 2.5 μs 90° pulse and a 2 s recycle delay. Electrical conductivity measurements were performed by the two-contact method: individual CN macrostructures were contacted with graphite ink between two Tungsten tips, and a sweeping voltage between −10 and +10 V was applied at room temperature. Electric current values were collected, and a curve I/V was obtained along with the physical parameters of the CN macrostructures and Ohms Law (V = IR), where I (A) is the intensity and R (Ω) is the resistance. The resistivity depends on the geometric parameters of the sample ρ = R(S/L), where S is the transversal section of the sample and L is the distance between the two contact points. Those values were obtained by comparison with an atomic force microscopy cantilever of length 200 μm. The values of the electrical conductivity (σ) were then calculated, with σ = ρ–1.

Results and Discussion

Melaminium chloride hemihydrate single crystals were grown by slow evaporation of a solution of melamine in water containing 2% (v/v) HCl (37%).[18,31,32] Alkali metal-containing crystals (Mel–Na, Mel–K, and Mel–NaK) were prepared in the same fashion, introducing an alkali metal salt (NaCl and KCl) in a 1:1 melamine/salt molar ratio or in a 1:0.5:0.5 melamine/NaCl/KCl molar ratio where two salts were used (Figure a).[33,34] The modification of the crystal structure of the melamine crystals is supported by XRD patterns. XRD measurements reveal emerging peaks corresponding to the (220) NaCl crystal plane at 31.5 and 45.4° and to the KCl (200) and (220) crystal planes at 28.2 and at 40.4°, respectively (Figure b).[35,36] Furthermore, FTIR spectroscopy confirms the establishment of a hydrogen-bonded supramolecular assembly (Figure c). The molecular structure of the prepared crystals was determined by single-crystal XRD. The structures obtained correspond in all cases to melaminium chloride hemihydrate, as previously reported by our research group and others[18,31,37] and did not show the inclusion of either of the cations, therefore suggesting that the salts were located on the surface of the melamine-based crystal or impregnated within the pore (Scheme ).
Figure 1

Proposed structure of M- (X = Na or K) crystals (a); XRD patterns (b) and FTIR spectra (c) of the prepared crystals.

Scheme 1

Scheme of the Preparation of CN Materials, with Both Alkali Metal Salt Crystals at the Surface and Molecular Doping, from a Melamine-Based Crystal

Proposed structure of M- (X = Na or K) crystals (a); XRD patterns (b) and FTIR spectra (c) of the prepared crystals. Thermal condensation of the prepared crystals at 500 °C under N2 atmosphere yields CN microstructures with the length in the millimeter range and the width in the order of a hundred of micrometers, as shown by SEM images (Figure ). The resulting materials were subjected to thermogravimetric analysis (TGA, Figure S1). The weight difference at 500 °C between the CN material with and without salts implies that approximately 12–13% of the original weight is due to the salts within the CN structure.
Figure 2

SEM Images of CN materials prepared with (a) NaCl, (b) KCl, and (c) both salts.

SEM Images of CN materials prepared with (a) NaCl, (b) KCl, and (c) both salts. The FTIR spectra confirm the formation of a polymeric CN adduct with residual cyano groups, a result of the polymerization in the presence of Na+ and K+ ion species.[38] The XRD patterns show peaks of remaining starting salts, implying the presence of small salt crystals on the surface of the CN materials (Scheme , Figure S2). This was further confirmed by high-resolution SEM coupled with energy-dispersive X-ray spectroscopy, which shows the presence of micrometric crystals on the surface of Mel–NaK (Figure S3, S4). The analysis of the photophysical properties of the materials by UV–vis and fluorescence spectroscopy discloses a narrowing of the band gap down to 2.65 eV for Mel–NaK (vs 2.75 eV for the reference CN) corresponding to an absorption edge at around 490 nm (Figure S5). Additionally, the fluorescence intensity of the materials is substantially quenched upon the addition of alkali metal salts, implying nonradiative pathways of the photoexcited charge recombination and an indication of the presence of additional surface states (Figure S6).[39,40] XPS shows the common chemical states for C 1s and N 1s of CN materials. The presence of both Na and K was confirmed. The Na+ concentrations calculated from Na 1s were 1 and 2 at. % (at. % = atomic percent) for Mel–Na and Mel–NaK, respectively. The K+ concentrations calculated from K 2p were 4 and 5 at. % for Mel–K and Mel–NaK, respectively (Table S1). Nevertheless, no chemical contributions for Cl 2p3 were observed, indicating molecular doping with the cations solely (Figures S7–S9). Additionally, we observed that upon doping with both Na+ and K+, the binding energies corresponding to the chemical states of C 1s and N 1s were shifted to lower values (Table S2), suggesting an interaction between the alkali metal ions and the CN lattice.[41] The materials were further analyzed by solid-state NMR. The 1H MAS NMR spectrum showed two signals with peak maxima at ∼9.4 and ∼4.3 ppm, attributable to the presence of −NH groups and residual water in the heptazine lattices, respectively (Figure S10a).[42]1H MAS NMR studies indicate the presence of melon-like NH-bridged heptazine-based structures with some −NH and −NH2 terminations. The 13C CP MAS NMR spectrum showed two clear signals. A signal corresponding to the C atoms bonded to −NH2 groups (N2C–NH2) was observed at 164.24 ppm, whereas the characteristic peak of sp2 C–N bonds appeared at 155.79 ppm (CN3), showing the formation of tri-s-triazine or heptazine moieties (Figure S10b).[43] In order to elucidate the binding modes of the alkali metal ions within the CN lattice, DFT simulations were carried out. For that, sodium and potassium cations were initially placed on the CN surface at seven different locations (Figure a), and the adsorption energy of each alkali element was computed after relaxation. During the relaxation, both the sodium and potassium cations leave their initial positions (see “*” mark in Figure a) and move toward the heptazine pore or “nitrogen cavity” while decreasing the total energy of each system. This location was found to be the only stable adsorption site. Figure b,c shows the preferred adsorption site for potassium and sodium, respectively. The top view shows that both alkali elements found their relaxed site centered in the nitrogen pots. However, the side view unveils that the potassium cation is located out of the CN plane and the sodium cation, a smaller ion, preferred to be embedded within the plane.
Figure 3

Side and top views of the relaxed CN structure without adsorbed alkali metal cations; the black stars represent the initial position of the sodium and potassium cations utilized for the relaxation (a), with the favored position for potassium (b) and sodium (c). Average adsorption energy of K+ and Na+ on the CN surface for various number of cations in the computed coverage area (d).

Side and top views of the relaxed CN structure without adsorbed alkali metal cations; the black stars represent the initial position of the sodium and potassium cations utilized for the relaxation (a), with the favored position for potassium (b) and sodium (c). Average adsorption energy of K+ and Na+ on the CN surface for various number of cations in the computed coverage area (d). The adsorption energy of each alkali element is rather high and decreases with increasing adsorbent surface concentration. As can be seen in Figure d, for up to four adsorbents, the Na cations are more energetically attractive, but at higher concentrations, the adsorption of potassium cations becomes favorable. This trend is related to the preferred position of each element. Figure S11 shows the adsorption configurations of Na and K cations on the CN surface at given concentrations. The preferred adsorption site of Na is embedded in the nitrogen pots of the CN. This location remains favorable up to full coverage, which is attained at four Na cations in our surface model (Figure S11a, b). For higher concentrations, the Na cations leave their relaxed location, so that two cations may occupy the same nitrogen pot: they are directed out of the plane on the opposite sides of the CN surface, with a concomitant increase in the Na–N bond length (Figure S11c). This new configuration decreases the excess adsorption energies (the additional increscent of the total adsorption energy) of the cations. However, this situation is different for K cations since their preferred site is not embedded within the CN plane and, therefore, only a small change in their equilibrium bond length is observed when two cations occupy the same nitrogen pot (Figure S11d–f). Thus, for a mixture of Na and K atoms, we expect that for a small concentration, up to ≈6 at. %, which is equivalent to four adsorbents in our surface model, Na will primarily occupy the adsorption sites, whereas at higher concentration, where the number of cations surpasses the number of sites, potassium will dominate these sites. Figure illustrates this preference for high coverage area, namely, for eight alkali metal cations (12.5 at. %) on the CN surface; the adsorption energy of eight potassium cations is energetically preferred relative to other configurations, which include sodium atoms.
Figure 4

Average adsorption energy of eight mixed alkali metal cations on CN.

Average adsorption energy of eight mixed alkali metal cations on CN. Upon washing with distilled water overnight, the salt crystals on the CN surface were completely removed, as proven by the XRD patterns (Scheme S1, Figure S12); an estimation of the salt/CN composition was obtained by weighing the material sample before and after washing (Table S3). XPS measurements confirmed the presence of both Na and K in the washed materials, with concentrations within 1 to 3 at. % (Figures S13, S14 Table S4), which proves the molecular doping of the CN frameworks. Additionally, the photophysical properties are lightly altered after washing; the absorption band edges are slightly blue-shifted (Figure a,b). The band structure of the materials after washing was determined using Mott–Schottky measurements and Tauc plots. From this analysis, we could observe a minor variation in the conduction and valence band positions in all doped semiconductors, which can potentially favor their performance in photocatalytic applications (Figure c–d, Figure S15).
Figure 5

UV/vis spectra (a) and Tau plot (b) of the CN materials. Mott–Schottky measurements (c) and calculated band structure (d) of CN materials.

UV/vis spectra (a) and Tau plot (b) of the CN materials. Mott–Schottky measurements (c) and calculated band structure (d) of CN materials. The prepared materials were utilized as photocatalysts for the HER,[44,45] which was carried out in a water/TEOA (9:1 v/v) solution with Pt (3 wt %) as a cocatalyst. We want to note that in the absence of Pt, no H2 was produced. All doped materials showed enhanced photocatalytic performance compared to the reference material. Particularly, the one containing both Na and K (Mel–NaK) reached the high value of 270 μmol H2 h–1 g–1 before washing (Figure a), which corresponds to a 9.8% AQY under illumination at 405 nm. To the best of our knowledge, this is one of the highest reported AQY values for CN materials derived from self-assembled supramolecular structures, crystals, and cocrystals (Table S5, Figure c). After washing the surface salt, the materials follow the same trend with slightly lower values, which suggest that the presence of ionic salts in the media and close to the CN photocatalyst (as the surface salt crystals begin to slowly dissolve) augments the performance by a dielectric screening effect.[17] Nevertheless, the washed sample M–NaK still showed an AQY of 5.4% with higher stability than the unwashed counterpart (Figure d), indicating that the decrease in performance for the unwashed sample is mainly due to a lowering of the ionic strength near the surface of the CN photocatalyst as the concentration of salt near the CN surface gradually equilibrates with that of the whole solution. In order to investigate the influence of the amount of metal in the initial crystal, we prepared melamineKCl crystals with different molar ratios, namely, 1:0.5 and 1:2. XRD patterns confirmed the presence of KCl in both crystals (Figure S16a) and in the corresponding CN materials (Figure S16b). Interestingly, XPS suggested that the molecular doping does not increase with increasing KCl amounts utilized in the synthesis, indicating that a larger amount of salt was present as crystals on the surface of the macrostructures (Figure S17, Table S6, S7). Nevertheless, both the materials (derived from Mel–K0.5 and Mel–K2) showed lower performance than Mel–KCN (Figure b). To further show the good stability of the Mel–NaK CN photocatalyst, its structure and morphology after HER were characterized. The XRD pattern (Figure S18) shows that there are no changes in the graphitic structure of CN and that all diffraction peaks corresponding to surface salts vanish except from the (220) peak of KCl at 40.4°. SEM images suggest certain changes in the morphology of Mel–NaK CN (Figure S19). TEM images show the presence of thin CN layers containing Pt NPs of 16.1 ± 2.6 nm, which are formed by photodeposition in the initial stage of the photocatalytic measurements (Figure S20, S21). Finally, we wanted to corroborate the positive effect on the photocatalytic activity of the increase in the ionic strength of the reaction media, which is induced by the presence of alkali metal salts. We measured the photocatalytic activity of washed Mel–K CN in a reaction media supplemented with an amount of KCl determined from the data obtained above (see Table S3): we observed that the photocatalytic activity rose to a value that is almost as high as that of the unwashed sample, indicating that the salts at the surface of the material increase the ionic strength of the media and hence the photocatalytic performance, thanks to a dielectric screening effect (Figure b).
Figure 6

H2 production values of CN materials with various doping concentrations (a) and various amounts of potassium salt (b), AQY measurements (c), and stability test in quantum yield measurements (d).

H2 production values of CN materials with various doping concentrations (a) and various amounts of potassium salt (b), AQY measurements (c), and stability test in quantum yield measurements (d). We additionally studied the linear sweep voltammetry with and without illumination of the most active material under a wide potential range, as illustrated in Figure S22. Noticeably, the obtained photocurrent densities are improved gradually along with the applied bias, and a remarkable difference can be observed with the reference CN in both dark conditions and under illumination. Electrochemical impedance spectroscopy (Figure S22b) suggests that introducing Na and K atoms into the CN can facilitate the charge separation. In order to address the origin of the photocatalytic activity, we measured the porosity and conductivity of the materials. All surface area values were very low (3–6 m2 g–1). Additionally, the electrical conductivity, which was measured for individual CN macrostructures as previously reported by our group,[18] did not show any clear trend among the materials or any correlation with the structural doping (Scheme S2, Figure S23). Therefore, we concluded that the enhanced photocatalytic activity stems from an improvement in electron–hole pair separation and an enhancement in ionic strength of the media resulting in a dielectric screening effect.

Conclusions

In summary, in this work, we have designed alkali metal-containing melamine crystals and utilized them for the high-temperature synthesis of CN materials. The tailored design of the starting crystals allows the incorporation of Na+ and K+ ions within the bulk of the material and on its surface in their ionic salt form. Consequently, we reveal the synergetic contribution of alkali metals within the CN framework and in the reaction medium. Detailed experimental characterizations, together with DFT calculations, shed light on the most stable conformation of Na+ and K+ within the heptazine lattice. The presence of NaCl and KCl crystals on the surface of the materials enhances the ionic strength of the reaction media in the photocatalysis measurements, promoting the overall activity for the HER and reaching an AQY of 10%. We believe that this work opens the gate toward the one-pot synthesis of C–N materials with tailored surface chemistry and electronic structure for energy-related devices.
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