Materials. All reactions were performed using standard Schlenk and glovebox (Vigor) techniques under argon atmosphere. All chemicals were purchased from Energy Chemical Inc, stored in an Argon glovebox. Toluene were distilled from sodium/benzophenone prior to use, and other chemicals were used as commercially available without further purification. Deionized water was purged overnight using Ar before use.
Synthesis of NDI. The cationic Naphthalene diimide derivative NDI was synthesized following the literature procedure.63 1,4,5,8-naphthalene tetracarboxylic dianhydride (NTDA) (1 g, 3.73 mmol) was dissolved in 120 mL dry toluene under N2 atmosphere and heated to 90°C, and N, N-dimethyl-1,3-propanediamine (3 mL, 23.84 mmol) was added dropwise over 10 min. The reaction mixture was heated at 120°C for 24 h. The crude mixture was concentrated on a rotary evaporator, and the yellow crystalline NDI-1 was purified by recrystallizing from ethanol. Yield: 1 g (61%). A mixture of NDI-1 (1 g, 2.29 mmol), methyl chloride (5ml, 90.61 mmol), and 50 ml dry DMF were added. The solution was sealed in a pressure vial with a Teflon bushing and heated at 85°C for 12 h. The resulting suspension was cooled, collected by vacuum filtration, washed with DMF, acetone, and ether, and then dried in a vacuum to give NDI at 60°C overnight. A gray solid. Yield: 1.1 g (89%). 1H NMR (400 MHz, D2O) δ 8.59 (d, J = 2.4 Hz, 4H), 4.23 (t, J = 6.9 Hz, 4H), 3.57–3.48 (m, 4H), 3.14 (s, 18H), 2.32–2.22 (m, 4H). 13C NMR (101 MHz, D2O) δ 164.09, 131.02, 126.01, 64.03, 52.91, 37.65, 21.39. HRMS (ESI) m/z: [M − 2Cl]2+ calcd for C26H34N4O4 233.1285; found 233.12779.
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)
Synthesis of PDI. The cationic perylene diimide derivative PDI was synthesized following the literature procedure.65 3,4,9,10-Perylenetetracarboxylic dianhydride (PTCDA) (2 g, 5.10 mmol) and N, N-dimethyl-1,3-propanediamine (6 mL, 47.68 mmol) were dissolved in 80 mL dry isobutanol and heated at 90°C for 24 h with stirring under N2 atmosphere. The crude product was filtered, washed with deionized water and ethanol. The obtained residue was treated with 5% aqueous NaOH solution at 90°C for 30 min to remove the unreacted raw material The suspended mixture was filtered, washed with water and ethanol, and dried under vacuum to give the product as red solid PDI-1. Yield: 2.6 g (90%). To a mixture of PDI-1 (2 g, 3.57 mmol), methyl chloride (8 ml, 144.98 mmol), and 150 ml dry toluene were added. The solution was sealed in a pressure vial with a Teflon bushing and heated at 105°C for 12 h. The resulting suspension was cooled, collected by vacuum filtration, washed with toluene, and ether, and then dried in a vacuum to give PDI at 60°C overnight. A brown-red. Yield: 2.2 g (93%). 1H NMR (400 MHz, CF3COOD) δ 8.94 (s, 8H), 4.62 (s, 4H), 3.81 (s, 4H), 3.37 (s, 18H), 2.61 (s, 4H). 13C NMR (101 MHz, CF3COOD). δ 165.93 (s), 136.37 (s), 133.24 (s), 129.41 (s), 126.44 (s), 124.48 (s), 121.85 (s), 64.88 (s), 53.22 (s), 37.92 (s), 21.84 (s). HRMS (ESI) [M − 2Cl]2+ calcd for C36H38N4O4 295.1441; found 295.14421.
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)
Synthesis of TPDI. Compound TPDI was synthesized according to the literature.62 3,4,9,10-Perylenetetracarboxylic dianhydride (PTCDA) (1.62 g, 4.13 mmol) and N, N-dimethyl-1,3-propanediamine (30 mL, 201 mmol) were added and heated at 100°C for 28 hours, and then the temperature was gradually increased to 170°C over 4 hours. The mixture was then cooled to room temperature, and a mixture of ethanol and diethyl ether (1:3) was added. The resulting precipitate was collected by suction filtration, washed with diethyl ether, and dried under vacuum. A red solid TPDI-1. Yield: 2.4 g (90%). To a mixture of TPDI-1 (1.38 g, 2.13 mmol), water (6 ml), 85% formic acid (6.4 mL), and 30% formaldehyde (4.4 mL) were added. The solution was stirred at room temperature for 1 h and then heated at 120°C for 16 hours. Caution: at that time, the mixture would produce a lot of carbon dioxide, so it should be deflated slowly after the reaction. The solution was cooled to room temperature and then precipitated with ethyl ether, further to be centrifuged. The residue was dried under a vacuum. A red solid TPDI-2. Yield: 1.9 g (86%). A mixture of TPDI-2 (1.5 g, 1.45 mmol), dry MeOH (60 mL), and Na2CO3 (1 g) was stirred at room temperature for 12 h and then added methyl iodide (3 mL, 48.19 mmol), heated at 60°C for 12 h. The mixture was then cooled to room temperature and then precipitated with ethyl ether. The resulting precipitate was collected by suction filtration, washed with diethyl ether, and dried under vacuum. The product was exchanged for chloride by column anion exchange with Amberlite® IRA-900 chloride from anion exchange resin to give TPDI. A red solid. Yield: 1.39 g (90%). 1H NMR (400 MHz, CF3COOD) δ 8.95 (dd, J = 8.1 Hz, 8H), 5.10 (s, 4H), 4.56 (s, 20H), 4.35 (s, 8H), 3.60 (s, 36H). 13C NMR (101 MHz, CF3COOD). δ 167.80 (s), 136.82 (s), 133.39 (s), 129.63 (s), 126.73 (s), 124.66 (s), 121.57 (s), 54.43 (s), 53.64 (s), 52.02 (s), 49.62 (s), 44.23 (s), 35.56 (s). HRMS (ESI) [M − 3Cl]2+ calcd for C50H74N8O4 283.5272; found 283.52952.
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)
Synthesis of 1,1`-bis[3-(trimethylammonio)-propyl]-4,4`-bipyridinium tetrachloride - [(NPr) 2 V]Cl 4 . Compound [(NPr)2V]Cl4 was synthesized according to the literature20. In a 250 mL N2 purged Schlenk flask, 4,4`-bipyridine (2.0 g, 12.8 mmol) was combined with (3-bromopropyl)trimethylammonium bromide (10 g, 38.3 mmol) in 15 mL of DMSO and stirred at 100°C for 3 h. The resulting precipitate was collected by suction filtration, washed with cold DMSO and acetonitrile. The product was exchanged for chloride by column anion exchange with Amberlite® IRA-900 chloride form anion exchange resin to give [(NPr)2V]Cl4. A white solid. Yield: 4.48 g (70%). 1H NMR (400 MHz, D2O) δ 9.09 (s, 2H), 8.51 (s, 2H), 4.74 (s, 2H), 3.47 (d, J = 4.4 Hz, 2H), 3.08 (d, J = 2.3 Hz, 9H), 2.57 (s, 2H).
Synthesis of (Ferrocenylmethyl)trimethylammonium Chloride – FcNCl.
FcNCl was synthesized according to a reported method.66 (Ferrocenylmethyl)dimethylamine (10 g, 41.2 mmol), methyl chloride (49.4 mL, 445.3 mmol), and 25 mL dry CH3CN were added to a round-bottom flask, which was stirred at RT overnight. The product was collected by filtration, washed with 10mL ether for 3 times, and dried under vacuum. A yellow solid. Yield: 10.9 g (90%). 1H NMR (400 MHz, D2O) δ 4.49 (t, J = 1.8 Hz, 2H), 4.40 (t, J = 1.8 Hz, 2H), 4.37 (s, 2H), 4.25 (s, 5H), 2.92 (s, 9H).
Materials Characterization. NMR spectra spectrum were collected using a Bruker 400 MHz NMR spectrometer. UV-Vis measurements were performed using a DH-2000-BAL Scan spectrophotometer. The cyclic voltammetry (CV) in solution were measured using CHI660E B157216. The Linear sweep voltammetry (LSV) was measured on a rotating disk electrode (RDE) device (Pine Instruments Co., USA, 0.1963 cm2). Electrochemical Impedance analysis (EIS) was performed using an Autolab electrochemical workstation (AUT86797-302N, Metrohm instruments, Switzerland). High-resolution mass spectra (HRMS) were collected on a Bruker maxis UHR-TOF mass spectrometer in an ESI positive mode. EPR was measured using a Bruker A300-9.5/12 instrument at room temperature in dry degassed methanol. The EPR parameters for the experiments are as follows: modulation frequency = 100 kHz, modulation amplitude = 1.0 G, time constant = 81.92 msec, conversion time = 80.00 msec, center field = 3514.503 G, sweep width = 1000 G, microwave attenuation = 26.3 dB, microwave power = 0.00471 mW. All battery tests were conducted under an Ar atmosphere. The flow battery was tested at RT on a battery tester (NEWARE instrument, CT-4008T-5V12A-S1-F). All photographs were taken using a Nikon D5100 digital camera.
Solubility tests. The solubility of imide derivatives was tested in 2 M NaCl solutions by UV-Vis spectrum.67 Firstly, adding imide derivatives into 2 M NaCl solutions until no further solid could be dissolved. A saturated solution of imide derivatives was obtained after centrifugation. Then take a small amount of the saturated solution and diluted it with a known magnification. The concentration was measured by the UV-Vis spectrum. Finally, the concentration was calculated according to a pre-calibrated absorbance-concentration curve of known concentrations of imide derivatives.
The cyclic voltammogram (CV) studies. All electrochemical CV experiments were carried out in 0.5 M NaCl electrolyte solutions. Redox potential was referenced to NHE. The glassy carbon electrode (d = 3 mm) was used for the working electrode, which was polished using Al2O3 suspended in deionized H2O, then rinsed with deionized H2O, and dried with airflow. The platinum sheet (1 cm2) was used for the counter electrode. The reference electrode consisted of a silver wire coated with a layer of AgCl and suspended in a solution of 3 M KCl electrolyte (Ag/AgCl, vs. NHE).
The electrochemical kinetics studies. All linear sweep voltammetry (LSV) studies were conducted using a CHI660E and a Pine in a three-electrode configuration. A glassy carbon rotating electrode (5 mm diameter) was used as the working electrode along with a platinum sheet counter electrode and an Ag/AgCl reference electrode same as used in LSV studies. Before data collection, the electrolyte was purged by Ar for 20 minutes to remove the oxygen dissolved in the electrolyte. LSV scans were recorded at a scan rate of 5 mV s− 1.
The diffusion coefficient (D, cm2 s− 1) was determined by the slope of the fitted Levich equation (Eq. 1).
$${i}_{l}=0.620nFAc{D}^{2/3}{v}^{-1/6}{\omega }^{1/2} \left(1\right)$$
where \({i}_{l}\) was the mass transfer limiting current from RDE tests, n was the electron transfer number, Faraday’s constant F = 96485 C mol− 1, electrode area A = 0.1963 cm2, concentration c = 1×10− 6 mol cm− 3, kinetic viscosity v = 9×10− 3 cm2 s− 1 (0.5 M NaCl aqueous solution), ω represented rotate speed (rad/s).
The electron transfer constant (\({k}_{0}\), cm s− 1) was calculated from the Koutecký-Levich equation (Eq. 2).
$${i}^{-1}={{i}_{l}}^{-1}+{{i}_{k}}^{-1}={\left(0.620nFAc{D}^{2/3}{v}^{-1/6}{\omega }^{1/2}\right)}^{-1}+{\left(nFA{k}_{0}c\right)}^{-1} \left(2\right)$$
where \(i\) represented the measured current, \({i}_{k}\) was the kinetic current (no mass transfer), which can be obtained from the butler-volmer equation (Eq. 3).
$${\eta }=\frac{2.303RT}{\alpha nF}\text{l}\text{o}\text{g}{i}_{0}-\frac{2.303RT}{\alpha nF}\text{l}\text{o}\text{g}i \left(3\right)$$
where \({\eta }\) represented over potential, \({i}_{0}\) was the exchange current, \(\alpha\) was the transfer coefficient, R is the universal gas constant (8.314 J K− 1mol− 1), and T is the temperature (298 K). When η was equal to 0, \({i}_{0}\) can be obtained and \({k}_{0}\) can be calculated by the following equation (Eq. 4).
$${k}_{0}=\frac{{i}_{0}}{FAc} \left(4\right)$$
Theoretical Calculations. To simulate the experimental UV-Vis in water, the Polarizable Continuum Model (PCM) as a self-consistent reaction field (SCRF) was used for the calculation of equilibrium geometries, vibrational frequencies, and excited state calculations. The geometries for the ground state of these compounds were optimized at the B3LYP hybrid functional and 6-311 + G(d) basis set for all atoms.35 The calculated maximum absorption wavelength (λTD-DFT), oscillator strength (f), molecular orbitals (MOs) involved in the main transitions were reported in this work. It should be pointed out that the structures of all stationary points were fully optimized, and frequency calculations were performed at the same level. The frequency calculations confirmed the nature of all revealed equilibrium geometries: there were no imaginary frequencies. The simulated UV–Vis spectra for optimized molecules were performed at the time-dependent density functional theory (TD-DFT/B3LYP) at the ground-state equilibrium geometries in water solution, in association with the 6-311 + G(d) basis set. All of the above computational calculations reported in this work were performed using the Gaussian 09 code.21,68 The volume was estimated using Marching Tetrahedron (MT) mothed, based on the vdW surface defined by ρ = 0.001 au isosurface, using the Multiwfn code.69 NMR chemical shifts for Nucleus-independent chemical shift (NICS)70,71 values were calculated at the points shown using the GIAO72 method.
Permeability measurements. The membrane permeability of active materials was measured with a homemade H-tube, assembling with two L-shaped glass tubes, two glass stoppers, one metal clip, and two gaskets separated by a piece of AMV membrane. The flange and gasket diameter is 17 mm. 20 mL solution of 0.02 M NDI (PDI, or TPDI) in 2 M NaCl was placed on one storage tank as the donating side, while the other storage tank filled with 20 mL 2 M NaCl was used as the receiving side. The whole device was placed on the agitator, and the magneton was added for stirring at all times. The crossover of active materials was periodically monitored by measuring the concentration of the solution in the receiving side by UV-Vis (test every two days).
The permeability of active materials was calculated using Fick’s law (Eq. 5).
\(\text{p}= \frac{\text{ln}\left(1-\frac{2{C}_{t}}{{C}_{0}}\right)\left(-\frac{{V}_{0}l}{2A}\right)}{t}\) \(\left(5\right)\)
Where P is the permeability (cm2 s− 1), Ct is the concentration measured at the receiving side at time t, C0 (0.02 M) is the initial concentration of active materials at the donating side. V0 (20 mL) is the initial volume on either the receiving or donating sides. A (2.19 cm2) is the effective membrane area. l (50 µm) is the thickness of the AMV membrane. t is the time (s).
In-suit UV-Vis spectra. The UV-Vis, computer, Neware instrument, and flow battery were connected in the glove box. Anolyte was stored in a customized cuvette (1 cm*1 cm*10 cm) and catholyte was stored in a sample bottle. The concentration of arylene diimide derivatives and FcNCl used are 10− 5 M and 2*10− 5 M for in-situ UV-Vis spectrum and their solution volume are 8mL and 20 mL, respectively. The flow rate is 30 ml min− 1. The current density is 0.5 mA cm− 2. The data is recorded quickly during charging and discharging.
Full cell tests. A home-made full battery was assembled with two steel plates, two polytetrafluoroethylene insulation plates, two Cu plate collectors, two graphite plates, and two graphite-felts, which are separated by AMV membrane. For NDI/FcNCl-based and TPDI/FcNCl-based AORFB, the active area is 9 cm2. For PDI/FcNCl-based AORFB, the active area is 4 cm2. The electrolyte materials with the same concentration are dissolved in 2 M NaCl. For one-electron storage, the anolyte and catholyte are 8 mL and 10 mL respectively. For two-electron storage, the anolyte and catholyte are 8 mL and 20 mL respectively. The electrolytes are pumped into the cell at a flow rate of 60 mL min− 1 through a peristaltic pump (BT100M, Baoding Chuang Rui Precision Pump Co., Ltd.). The reservoirs are purged with Ar to displace any O2 in the system and then sealed.
Electrochemical Impedance Spectroscopy (EIS). The Potentio-controlled Electrochemical impedance spectroscopy (EIS) of batteries were obtained by Nava with a frequency range from 0.01 Hz to 10 kHz.