Open Access Article
M. R.
Manei
and
S. M.
Masoudpanah
*
School of Metallurgy and Materials Engineering, Iran University of Science and Technology (IUST), Tehran, Iran. E-mail: masoodpanah@iust.ac.ir
First published on 19th September 2025
In this work, the electrochemical performance of CoFe2O4 powders was improved by selecting a proper organic fuel (glycine, urea, and citric acid) for the solution combustion synthesis method. Burning the glycine fuel led to the higher crystallinity, larger particle size, and spongy microstructure of the CoFe2O4 powders, caused by its high combustion temperature and combustion rate. In contrast, using urea and citric acid fuels resulted in higher specific surface areas of 57 and 47 m2 g−1, respectively, than that (23 m2 g−1) obtained using the glycine fuel due to the lower combustion temperature. The glycine-assisted CoFe2O4 powders exhibited high electrochemical performance, including high specific capacitances of 718 and 446 F g−1 at current densities of 1 and 20 A g−1, respectively. Furthermore, the asymmetric aqueous capacitor of CoFe2O4//activated carbon electrochemically stored an energy density of 42 Wh kg−1 for the potential window of 0–1.5 V.
Various oxide, sulfide, phosphide, and nitride materials are used as pseudocapacitive materials. Among them, the binary metallic sulfides and nitrides have higher electrical conductivity and electrochemical performance. However, oxide materials are easily prepared and exhibit higher chemical stability.15–17 Recently, mixed metal oxides (e.g. NiCo2O4, ZnCo2O4, NiFe2O4, and CoFe2O4) have been the subject of much research for pseudocapacitors because of their eco-sustainability, easy fabrication, and high specific capacitance.18,19 Among them, the cobalt spinel ferrite (CoFe2O4) is applied for supercapacitors and Li-ion batteries due to its excellent electrochemical performance, low cost, and environmental friendliness.20,21 For example, Song et al.22 directly synthesized CoFe2O4 particles with hollow skeleton nanobox morphology on nickel foam by a green chemistry method, showing a high specific capacitance of 845 F g−1. Gao et al.23 synthesized the CoFe2O4 electrode with a high specific capacitance of 1342 F g−1 at 1 A g−1 by adding various surfactants during the hydrothermal method. Guo et al.24 studied the electrochemical performance of the CoFe2O4 quantum dots prepared by the solvothermal method in various solvents. They reported outstanding electrochemical properties such as the largest initial specific capacitance of 1269 F g−1 at 12 A g−1. However, these methods are relatively complicated, time-consuming, and require expensive instruments.25,26 Therefore, it is necessary to propose an easy, adoptable, scalable, and highly time- and energy-efficient method for synthesizing the CoFe2O4 material.
In this work, the CoFe2O4 powders were prepared by the solution combustion method, a convenient method in industry due to its fast kinetics and low cost.27 Furthermore, the high porosity and high specific surface area caused by the evolution of gases are unique characteristics of the combusted products.28,29 The microstructural and electrochemical properties of the combusted products are adjustable by the type and amount of metal precursor as oxidant and organic compounds as fuels. Here, the effects of fuel type (e.g. urea, glycine, and citric acid) were studied by various characterization methods. The CoFe2O4 powders have been prepared by the SCS method using glycine, urea, and citric acid as organic fuel for magnetic and biomedical applications. However, the effects of fuel type can be different on the charge storage performance because the electrochemical properties are strongly dependent on the physicochemical properties of the particles’ surface.30–32 In other words, the novelty of our work is based on the systematic study of the role of fuel type on the electrochemical performance of CoFe2O4 powders.
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The fuel-to-oxidant ratio (φ) shows the required amounts of external oxygen. The φ value was set to 1.5. The precursor solution was heated at 80 °C to evaporate the solvent. The dried gels were ignited on a hot plate by increasing the temperature up to 250 °C. The self-propagating exothermic reaction started from a point and proceeded without providing any external energy. The combusted products were manually crushed and were calcined at 450 °C for 1 hour in an air atmosphere. The powders were coded according to the fuel type; for example, the powders prepared by the glycine fuel were shown by the “G” symbol.
To prepare the working electrode, firstly, 5 wt% polyvinylidene fluoride as a binder was dissolved in about 1 ml N-methyl-2-pyrrolidone solvent. Then, 15 wt% carbon black and 80 wt% electroactive powders were dispersed in the binder solution. The coated nickel foam was dried at 80 °C for 24 h, leading to a mass loading of 1 mg cm−2.
Electrochemical properties were analyzed by cyclic voltammetry (CV), galvanostatic charge/discharge (GCD), and electrochemical impedance spectroscopy techniques on the Radstat 10 (Kianshardanesh, Iran) instrument. The electrochemical performance of the working electrode was evaluated in a three-electrode system including Ag/AgCl and Pt wire as reference and counter electrodes, respectively, and 3 M KOH solution as electrolyte. The CV curves were obtained at various scan rates of 5, 10, 20, 30, 40, and 50 mV s−1 in the potential range of 0–0.5 V vs. Ag/AgCl. The specific capacitance (Csp) was calculated by the area of CV curves as follows (eqn (4)):34
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The energy density and power density of CoFe2O4//AC capacitor can be calculated from the specific capacitance (Cs), potential window (ΔV), and discharge time (Δt) as follows (eqn (7) and (8)):37
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The electrochemical tests were repeated three times on various electrodes, resulting in a relative uncertainty of 1%.
| Co(NO3)2 → CoO + N2 + 3O2 | (9) |
| 2Fe(NO3)3 → α-Fe2O3 + 3N2 + 9O2 | (10) |
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| Fig. 1 XRD patterns of the powders prepared using glycine (G), citric acid (CA), and urea (U) fuels. | ||
The released O2 gas can simultaneously oxidize the fuel to liberate the heat and different gaseous products. The liberated thermal energy is utilized to proceed with the solid-state reaction between cobalt and ferric oxides to crystallize the cobalt ferrite as follows (eqn (11)):38
| CoO + Fe2O3 → CoFe2O4 | (11) |
Therefore, the required heat for the solid-state reaction is provided by organic fuels, which depend on their bonding type, functional groups, and molecular structure, influencing the combustion temperature and combustion rate.39 The glycine molecule, which has a carboxylic group and an amine group, exhibits a higher combustion rate and temperature. However, the citric acid fuel has only three carboxylic groups, and the urea molecule has two amine groups, leading to a slower combustion rate at lower combustion temperatures.40 The higher crystalline CoFe2O4 powders with larger particles can be attributed to the higher combustion temperature obtained by glycine fuel.
SEM images of the G, CA, and U samples are presented in Fig. 2. The G samples are composed of spongy powders with large and crystalline CoFe2O4 particles; however, the bulky morphology with some small pores appears when using citric acid and urea fuels. The combustion microstructure is primarily related to the combustion rate, which liberates combustion gases and foams large powders. However, the higher combustion temperature promotes the particles’ growth and sintering, closing up the pores between particles.41 Therefore, the porous microstructure of the G powders can be attributed to the higher combustion rate. The large CoFe2O4 particles confirm the high combustion temperature developed by the glycine fuel. However, the slow burning of the citric acid and urea fuel leads to a few small pores. The smaller CoFe2O4 particles with lower crystallinity are due to the lower combustion temperature obtained by the urea fuel. The elemental maps of Fe, Co, and O and the EDS spectrum of the G powders are presented in Fig. 3. The uniform distribution of various elements indicates the phase purity without any segregation. Furthermore, the atomic ratio of Co/Fe is about 0.44, which is in agreement with the theoretical value (0.5).
Fig. 4 shows the TEM images and SAED patterns of the G, CA, and U samples. There are large cubic CoFe2O4 particles (∼80 nm) that are tightly sintered together in the G powders. However, the particles are downsized up to ~40 and ∼20 nm by using citric acid and urea fuels, respectively, due to the decrease in combustion temperature. Furthermore, there are numerous pores between the CoFe2O4 nanoparticles obtained using citric acid and urea fuels. The spot pattern of the G powders confirms the single-crystal nature of large particles. However, the indexed ring patterns of the U and CA samples further prove their nanostructured microstructure.
The N2 ad/desorption isotherms and pore size distribution plots are presented in Fig. 5. The samples show the IV type isotherms with H3 hysteresis, indicating the fragile agglomeration of CoFe2O4 nanoparticles.42 The BET specific surface area increases from 23 to 47 and 57 m2 g−1 for the G, CA, and U samples, respectively. The higher specific surface area of the U sample can be attributed to its lower combustion temperature, preventing the particles’ sintering and growth.43 The pore size distribution plots show that there is a mixture of micropores (1–2 nm) and mesopores (2–50 nm). The CA and U samples have mainly mesopores of 4–5 nm (Fig. 4), which are responsible for their higher specific surface area. Furthermore, the pore volume indicates a similar trend; it increases from 0.06 to 0.16 and 0.19 cm3 g−1 for the G, CA, and U samples, respectively. The higher pore volume of the U and CA samples can be attributed to the slow liberation of the gaseous products by the urea and citric acid fuels.
| CoFe2O4 + OH− ↔ CoOOH + FeOOH + e− | (12) |
| FeOOH + H2O ↔ FeO + OH− | (13) |
| CoOOH + OH− ↔ CoO2 + H2O + e− | (14) |
Since the specific capacitance is proportional to the area enveloped by CV curves, the G electrode has a higher specific capacitance of 497 F g−1, which decreases up to 300 and 130 F g−1 for the CA and U samples, respectively. With the increase of scan rate (Fig. 6b), the anodic and cathodic peaks are separated from each other, and the current response increases due to the insufficient time for redox reactions at the higher scan rates. Fig. 6c shows the dependence of specific capacitance on the scan rate. The G electrode has a higher specific capacitance than other electrodes at all scan rates due to its higher crystallinity, leading to higher electrical conductivity for sharing electrons with electrolyte (OH−) ions. With the increase of scan rate from 5 to 50 mV s−1, the specific capacitance of the G electrode decreases from 497 to 272 F g−1. The Faradaic and capacitive mechanisms can be analyzed using the power law: i = aνb, where the b value of 0.5 indicates reversible redox reactions for electron exchange, and the b value of 1 is associated with the capacitive mechanism (non-faradaic mechanism). The b value can be calculated as the slope of the ln(ip) vs. ln(ν) plots (Fig. 6d). The b value of 0.75–0.8 further proves the battery-type behavior of various electrodes. The contribution ratio of various capacitive-controlled (k1ν) and diffusion-controlled (k2ν0.5) mechanisms can be analyzed by considering their superposition of current responses as follows:34
| i(V) = k1ϑ + k2ϑ0.5 | (15) |
vs. k1ϑ0.5 + k2, the k1 and k2 coefficients are calculated for determining the current responses of the capacitive- and diffusion-controlled mechanisms. The current responses of various mechanisms are illustrated in Fig. 6e for the G electrode. The trend of contribution ratio on the fuel type is presented in Fig. 6f. The diffusion-controlled contribution decreases from 72 to 69% and 61% for the U, G, and CA samples, respectively.
Fig. 7a compares the GCD curves of the G, CA, and U electrodes at a current density of 1 A g−1. There is a pair of voltage plateaus on the charge and discharge curves, confirming the battery-type behavior. The longer the discharging time, the higher the specific capacitance. Therefore, the G electrode has a higher specific capacitance of 718 F g−1 than that of 428 and 270 F g−1 for the CA and U electrodes, respectively. The dependence of GCD curves on the current density for the G sample is shown in Fig. 7b. Although the voltage plateaus shrink at the higher current densities, there are stable plateaus, indicating the high electrochemical stability. The G electrode has the specific capacitance of 718, 670, 652, 627, 605, 514, and 446 F g−1 at various current densities of 1, 2, 3, 4, 5, 10, and 20 A g−1. The dependence of specific capacitance versus current density is summarized in Fig. 7c. The G sample has the highest specific capacitance at all current densities. The capability rate of the G electrode is 62%, while it decreases up to 57% and 34% for the CA and U electrodes, respectively. In other words, the G electrode shows the higher retainability of specific capacitance on account of its higher crystallinity of combusted CoFe2O4 powders. The capability rate of the various electroactive materials is compared in Fig. 7d. The G electrode shows the lowest capability rate of 62%, maybe due to its larger particle size. However, the higher specific capacitance of the G electrode can be attributed to its higher crystallinity caused by the high synthesis temperature developed by the exothermic combustion reaction. Furthermore, the synthesis method is simpler and a more time- and energy-efficient technique in comparison with other synthesis methods for the preparation of complicated compounds for storage and conversion in electrochemical systems.
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| Fig. 7 (a) GCD curves at a current density of 1 A g−1, (b) GCD curves of the G sample, (c) specific capacitance vs. current density, and (d) comparison of the capability rate with other reported works.45–48 | ||
The electrochemical reaction kinetics of the electroactive materials can be evaluated by the electrochemical impedance spectroscopy (EIS) technique, which is presented by the Nyquist plots (−Z′′ vs. Z′) (Fig. 8a). The Nyquist plots are composed of a semicircle and an inclined line in high- and low-frequency regions, respectively. The Z′ intercept in the high-frequency region shows the total inner (Rs) resistance of the electrode. The diameter of the semicircle is related to the charge transfer resistance (Rct) at the electrode and electrolyte interface. The diffusion of electrolyte ions into the electrode structure leads to an inclined linear, as Warburg impedance. The fitted values of Rs, Rct, and Wo, calculated using the presented equivalent circuit, are summarized in Fig. 8b. The various electrodes have similar solution resistance in the range of 1.5 Ω. The G electrode shows the lowest charge transfer resistance (Rct) of 3.128 Ω, which increases up to 9.25 Ω for the CA electrode. The higher electrochemical kinetics of the G electrode can be attributed to the higher crystallinity, which promotes higher electrical conductivity (Fig. 8).
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| Fig. 8 (a) Nyquist plots and equivalent circuit, and (b) the fitted values of solution resistance (Rs) and charge transfer resistance (Rct) of the various electrodes. | ||
Finally, the glycine fuel as an amino acid with chelatability is relatively expensive (10–20 USD kg−1) but offers higher product purity and charge storage capability. Burning glycine results in fewer toxic residues. The lower electrochemical properties are obtained by the citric acid fuel, but its cost (2–5 USD kg−1) is lower than that of glycine but comparable to that of urea fuel. The citric acid exhibits biodegradability and low toxicity. The urea fuel is an inexpensive organic compound (0.5–1 USD kg−1) with minimal toxic residues, making it attractive for large-scale synthesis. However, the urea-assisted sample exhibits a lower charge storage capability.29,38
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