Jizhou Dong†
a,
Jinchao Ma†*a,
Shuyue Xu
a,
Xingyang Cuia,
Hua Qian*a and
Jean'ne M. Shreeve
*b
aSchool of Chemistry and Chemical Engineering, Nanjing University of Science and Technology, Nanjing, 210000, China. E-mail: mjinchao@njust.edu.cn
bDepartment of Chemistry, University of Idaho, Moscow, Idaho 83844-2343, USA. E-mail: jshreeve@uidaho.edu
First published on 18th August 2025
3,4-Di(nitramino)furazan (DNAF) offers advantages like simple synthesis, high oxygen content (42.1%), and strong detonation (D = 9376 m s−1, P = 40.5 GPa), but suffers from low thermal stability (Td = 99 °C) and mechanical sensitivity (IS < 1 J, FS < 5 N). In this study, we designed a series of Co(II) and Ni(II) energetic complexes (ECP-1 to ECP-8, (energetic catalyst for propellant) based on it, which showed improved thermal stability (Td = 239.5–253.0 °C) and reduced sensitivity (IS ≥ 10 J, FS ≥ 172 N), along with high energy content (D = 7345–8041 m s−1, P = 21.83–32.0 GPa). Evaluation through TG-DSC revealed that just 2 wt% of these complexes could lower the decomposition temperature of ammonium perchlorate (AP) effectively by 48.11–119.33 °C, reduce its activation energy by 110.65–156.10 kJ mol−1, and increase combustion rate by 14–38%. This study provides insights into stabilizing DNAF through coordination complexes, with potential applications as combustion additives for solid propellants.
The implementation of bridging units may enhance the stability of energetic materials,13–16 and an explanation for this phenomenon can be located in the subsequent reports (Fig. 1). 1,4- Dinitrofurazano[3,4-b]piperazine (A), which incorporates an ethylene group into its conjugated system, exhibits decomposition at a temperature of 134 °C.17,18 In contrast, 1,4,5,8-tetranitroazadi furazano[3,4-c][3,4-h]decaline (B), which contains two unstable DNAF units sharing a single ethylene group, demonstrates thermal sensitivity with a decomposition temperature of 70 °C. 4,6,8-Trinitro-4,5,7,8-tetrahydro-6H-furazano-[3,4-f]-1,3,5-triazepine (C), which features an N,N-diethylnitramide bridge, exhibits superior thermal stability (Td = 150 °C) compared to DNAF.19 Another way to improve the thermal stability and mechanical safety of energetic compounds is making salts. This is evidenced by the properties of various DNAF salts, including diammonium (D, Td = 191 °C, IS = 8 J, FS = 240 N), dihydrazium (E, Td = 206 °C, IS = 12 J, FS = 160 N), and dihydroxylammonium (F, Td = 181 °C, IS = 5 J, FS = 120 N) salt.12
Drawing upon the findings related to energetic salts, we have shifted our focus towards the exploration of energetic complexes to enhance the potential applications of DNAF. Energetic complexes, a category of novel energy materials characterized by their adjustable structures and controllable properties, have garnered considerable attention since their initial introduction.20,21 Recent studies have identified Fe(II) tetrazine complexes characterized by low mechanical sensitivity and elevated initiation thresholds as potential candidates for secondary explosives in near-infrared (NIR) optical initiation systems.22 Furthermore, energetic complexes have been extensively documented as combustion catalysts, attributed to their relatively active electron configurations, diverse valence states, and available electron orbitals.23–27 In particular, the transition metals, cobalt and nickel, exhibit remarkable catalytic properties and are extensively utilized in the catalytic thermal decomposition of ammonium perchlorate.28–32
This study focuses on the optimization of energy and sensitivity in DNAF through ligand regulation strategies. A series of energetic complexes were synthesized by manipulating the reaction conditions, utilizing DNAF as the main ligand and Co(II)/Ni(II) as the active metal centre. Structural characterization and performance evaluations of these metal complexes were conducted, revealing that they possess commendable safety and energetic characteristics. Subsequent investigations into the catalytic thermal decomposition of AP and the combustion rate of the propellant demonstrated the exceptional catalytic capabilities of these complexes. Consequently, these energetic complexes are identified as promising candidates for solid propellant energetic promoter, as they effectively regulate the thermal decomposition temperature of AP while significantly enhancing the energy output of the propellant.
Crystallization of ECP-1 to ECP-8 from hot water yields colourful blocks suitable for single-crystal X-ray measurement (Fig. 3 and S1–S8). Two types of crystal structures have been identified: ECP-1, ECP-2, ECP-4, ECP-5, and ECP-6 belong to a class of complexes where the DNAF anion participates in coordination, whereas ECP-3, ECP-7, and ECP-8 constitute a separate class where the DNAF anion is free from coordination. Single-crystal diffraction results indicate that crystals of ECP-1·4H2O, ECP-2 and ECP-8·H2O formed in the P21/n monoclinic space group, and the calculated densities of 1.852–2.038 g cm−3 at 173 K. Crystals of ECP-4·H2O, ECP-5·4H2O, and ECP-7 belong to the P-1 triclinic space group, with calculated densities ranging from 1.614 to 2.095 g cm−3 at 173 K. Crystals of ECP-3·2.5H2O (ρ = 1.770 g cm−3) and ECP-6 (ρ = 1.976 g cm−3) formed in the C2/c in monoclinic and Pna21 in orthorhombic space group, respectively.
In the structure of DNAF-coordinated complexes (ECP-1, ECP-2, ECP-4, ECP-5, ECP-6), despite the addition of an excess of the DNAF ligand source, only one molecule of DNAF engaged in the coordination process, potentially due to steric hindrance effects. In both ECP-1 and ECP-5, the metal atom coordinates with two nitrogen atoms linked to the nitro group in DNAF (ECP-1, Co(1)–N(1) = 2.128(2) Å, Co(1)–N(3) = 2.147(2) Å; ECP-5, Ni(1)–N(2) = 2.101(3) Å, Ni(1)–N(5) 2.079(3) Å), along with four H2O molecules (ECP-1, O(9)–Co(1)–O(8) = 177.74(9)°; O(7)–Co(1)–N(1) = 173.39(9)°; O(6)–Co(1)–N(3) = 172.61(9)°; ECP-5, O(1)–Ni(1)–O(2) = 90.63(9)°, O(1)–Ni(1)–O(3) = 86.99(9)°, O(1)–Ni(1)–O(4) = 89.40(9)°), collectively forming an irregular octahedral structure. Following the treatment of ECP-5 with ammonia, all four H2O ligands within the structure are effectively replaced, yielding ECP-6. Conversely, in the case of ECP-2 and ECP-4, there are still residual water ligands even when subjected to elevated temperatures and increased ligand's concentrations.
In the complexes discussed, Co(II) or Ni(II) engages with small molecules, including H2O and NH3, which leads to the formation of a cruciform configuration. This structural arrangement exhibits a head-to-foot orientation, contributing to a more compact packing, as demonstrated by the measurements of crystal density. However, in complexes ECP-3, ECP-7 and ECP-8, it can be found that ethylenediamine and carbohydrazide possess exceptional metal coordination capabilities, enabling them to extract Co(II) or Ni(II) from DNAF effectively. The unbound planar DNAF is dispersed within an octahedral framework characterized by a loose structure and a low crystallinity coefficient, resulting in a reduction of its density.
To enhance our comprehension of the alterations in N-nitramine groups within DNAF prior to and following coordination, we conducted an analysis of inter/intramolecular interactions present in the ECP-1 to ECP-8, subsequently comparing these interactions with those observed in DNAF. In the crystal structure of DNAF, the N-nitramines are twisted out of the furazan ring plane, and no hydrogen-bond interaction is observed between the nitro groups and H3/H8. This is considered one of the primary reasons for the material's unstable nature. As shown in Fig. S9, the N-nitramines and furazan ring in the crystals of ECP-1 to ECP-8 are distributed almost in the same plane, which is evidenced by the torsion angle of N–N–C–N (Table S2: ECP-1 to ECP-8, 0.1–20°; DNAF, 127.2°). Furthermore, there is an augmentation in “soft” interactions (N⋯H/O⋯H) between the nitro groups and adjacent molecules. The trigger bond in these molecules is the N–N bond in the N-nitramine moiety. For these complexes, the bond lengths of N–NO2 fall in the range of 1.309(5)–1.339(4) Å (Table S2), significantly shorter than that of DNAF (1.3784(5)–1.3797(6) Å). These facts can contribute to the stabilization of DNAF, and subsequent analyses have also indeed confirmed that when combined with metals, DNAF demonstrates enhanced thermal stability and superior mechanical safety.
The DSC and DTG curves of ECP-1, ECP-2, ECP-4, ECP-5, ECP-6 and ECP-7 exhibit a decrease at approximately 150 °C, which is indicative of a heat absorption peak and notable reduction in mass. Based on the chemical structure, it is plausible to speculate that these heat absorption peaks do not correspond to the melting points of the complexes; instead, they may originate from the departure of water or ammonia molecules embedded within the structural lattice. ECP-3 and ECP-4 exhibit two distinct exothermic peaks, with the initial peak occurring around 240 °C, which is believed to correspond to the decomposition of the energetic anions. The subsequent decomposition noted at approximately 320 °C is attributed to the high thermal decomposition temperatures associated with the ligands, ethylenediamine and formyl hydrazine. The TG curves indicate a retention of mass (23.25–45.79%) following the decomposition of the complexes, which is believed to result from the transformation of the complexes into their respective oxides.
Compd | Tda [°C] | Tcrb [°C] | ρc [g cm−3] | ΔHfd [kJ mol−1] | De [m s−1] | Pf [GPa] | ISg [J] | FSh [N] | ESi [J] |
---|---|---|---|---|---|---|---|---|---|
a Thermal decomposition temperature (onset) under nitrogen gas (DSC, 10 °C min−1).b Thermal explosion critical temperature.c Density measured with a gas pycnometer (25 °C).d Calculated heat of formation.e Calculated detonation velocity.f Calculated detonation pressure.g Impact sensitivity.h Friction sensitivity.i Electrostatic sensitivity. | |||||||||
DNAF | 99.0 | — | 1.90 | 286.9 | 9376 | 40.5 | <1 | <5 | — |
ECP-1 | 253.0 | 250.52 | 1.98 | −770.1 | 7345 | 23.1 | 12 | 240 | >20 |
ECP-2 | 252.4 | 249.15 | 2.04 | −539.9 | 7898 | 21.8 | 10 | 172 | >20 |
ECP-3 | 245.0 | 232.72 | 1.80 | 210.9 | 7772 | 23.1 | 16 | 360 | >20 |
ECP-4 | 239.5 | 225.59 | 2.11 | −940.0 | 8041 | 32.0 | 15 | 252 | >20 |
ECP-5 | 252.9 | 213.03 | 1.98 | −960.9 | 7136 | 21.8 | 8 | 192 | >20 |
ECP-6 | 269.9 | 273.67 | 1.98 | −621.5 | 7986 | 23.5 | 10 | 192 | >20 |
ECP-7 | 243.9 | 283.55 | 1.61 | −486.2 | 6618 | 16.2 | 10 | 240 | 1 |
ECP-8 | 257.9 | 255.58 | 1.89 | −1019.7 | 8167 | 23.5 | 15 | 360 | 0.5 |
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Fig. 5 Surface map and 2D fingerprint of ECP-1 to ECP-8 Hirshfeld (top); quantification of weak interactions of ECP-1 to ECP-8 (bottom). |
DSC measurements were conducted over the temperature range of 50–450 °C, employing various heating rates of 5, 10, 15, and 20 °C min−1 in a nitrogen atmosphere, to evaluate the catalytic efficacy of these complexes on the thermal decomposition of AP. Fig. S36 shows the DSC scans for pure AP and a composite mixture containing AP. Through comprehensive comparative analysis (Fig. 6 and Table S27), when only 2% of the ECP-2 is incorporated into AP, it can lower the high-temperature decomposition temperature of AP by as much as 119.3 °C. Its catalytic performance can be comparable to, or even surpass, that of most of the reported energetic complexes (with a content ranging from 2% to 25% in AP). In general, the decomposition temperature of AP is related to the burning rate of the composite solid propellants, which can be improved by shifting their peak temperatures (high temperature decomposition, HTD; low-temperature decomposition, Ltd) to the left and increasing their heat released during thermal decomposition with the burning rate catalysts.40 The HTD at various heating rates were subjected to linear fitting using Kissinger eqn (1).41 In this equation, Tp represents the peak temperature (K), β denotes the heating rate (K min−1), R is the ideal gas constant (8.314 J mol−1 K−1), Ea signifies the apparent activation energy (kJ mol−1) and A refers to the frequency factor. The parameters Ea and A can be determined using the Kissinger equation.
ln(β/T2p) = ln(AR/Ea) − Ea/(RTp) | (1) |
As shown in Fig. S36 and Table S27, these energetic complexes markedly reduce the activation energy of AP. In comparison to pure AP, the activation energies for the mixture of ECP with AP were reduced from 227.37 kJ mol−1 to 113.08 kJ mol−1 (ECP-1), 131.34 kJ mol−1(ECP-2), 151.79 kJ mol−1(ECP-3), 145.38 kJ mol−1(ECP-4), 122.85 kJ mol−1(ECP-5), 110.65 kJ mol−1(ECP-6), 156.10 kJ mol−1(ECP-7) and 122.37 kJ mol−1(ECP-8), respectively. The activation energy of cobalt complexes (ECP-1 to ECP-4) added system were comparable to those of nickel complexes (ECP-5 to ECP-8). Theoretically, pre-exponential factor A and activation energy Ea are two independent variables, but Gallagher et al. first discovered the linear relationship between lnA and Ea in 1976, namely the kinetic compensation effect.40 The Ea/lnA ratio serves as an indicator of the activity associated with the AP thermal decomposition reaction, with a lower ratio signifying enhanced reactivity. The ratio Ea/lnA for the mixtures of AP and ECP-1 to ECP-4 falls within the range of 7.11 to 7.86, which is lower than the corresponding values for ECP-5 to ECP-8 (7.49–9.72). Consequently, the catalytic activity exhibited by cobalt complexes surpasses that of the nickel series, particularly in the cases of ECP-2 to ECP-4.
As illustrated in Fig. 7, upon ignition of the grain, the flame advanced uninterrupted to the terminal end of the grain across all prepared propellant formulations. The HTPB-based propellant demonstrated stable and consistent combustion characteristics. HTPB propellant exhibits a stable and consistent combustion profile with the burning rate of 1.00 mm s−1 (without burn rate modifier). The introduction of ECP-1 to ECP-4 catalysts resulted in a significant increase in both flame lightness and burning rates, with recorded values of 1.16 mm s−1, 1.29 mm s−1, 1.38 mm s−1, and 1.31 mm s−1 for the HTPB/AP/nAl/ECP-1, HTPB/AP/nAl/ECP-2, HTPB/AP/nAl/ECP-3, and HTPB/AP/nAl/ECP-4 propellants, respectively. Nevertheless, slightly enhanced burning rates were observed (1.19 mm s−1 for HTPB/AP/nAl/ECP-5, 1.16 mm s−1 for HTPB/AP/nAl/ECP-6, 1.19 mm s−1 for HTPB/AP/nAl/ECP-7, and 1.14 mm s−1 for HTPB/AP/nAl/ECP-8, respectively). These rates correlated with their modest catalytic performance in the decomposition of AP. This correlation arose despite their demonstrated efficient catalytic activity in AP decomposition, as previously noted. The cobalt complexes ECP-3 and ECP-4 demonstrate remarkable catalytic efficacy, with ECP-3 exhibiting the most significant enhancement in the burning rate of the propellant, achieving an increase of 38%.
NH+4+ClO−4 → NH3(s) + HClO4(s) → NH3(g) + HClO4(g) | (2) |
NH3 + 2O → HNO + H2O | (3) |
The primary source of energy in the propellant is derived from the exothermic oxidation of metal and the generation of gases from the decomposition of AP. In the initial phase of the reversible reaction, the decomposition of ammonia (NH3), which results from the breakdown of AP, acts as an inhibitory factor in the overall decomposition process. Therefore, accelerating the adsorption and consumption of NH3 is beneficial for facilitating the initial step of the AP decomposition reaction. Additionally, the oxidation of NH3 can further enhance the entropy of the reaction process, thereby increasing gas production and improving the operational capacity of the propellant.
The catalytic reaction mechanism of AP facilitated by energetic complexes can be delineated through the subsequent reaction (4):46
![]() | (4) |
In this equation,*R represents the energetic complexes (ECP-1 to ECP-4), while R denotes the ligand associated with the weakest coordination bond, * signifies the complexes after the ligand has dissociated. As shown in Fig. 8, the initial step of the reaction, denoted as *R → *+R, represents the thermal cleavage of the ligand bond within each energetic complex. This process entails a decrease in free energy, aligning consistently with the energy release observed from the decomposition of each energetic complex in the DSC data. In the second step of the reaction, indicated as * → *NH3, where ammonia derived from the decomposition of ammonium perchlorate have been absorbed by the active site. The results display that the Gibbs free energy of ECP-1 to ECP-4 of adsorbing NH3 are 0.45, 0.95, −1.22, −0.80 eV, respectively. It should be noted that for ECP-1 and ECP-2, the adsorption of NH3 at the active site is characterized as a process that increases free energy, which indicates that in the ECP-1 and the ECP-2 systems, the adsorption of NH3 at the active site does not occur spontaneously. In the context of a complex catalytic reaction, the rate of the overall reaction is frequently determined by the slowest step. This rate-determining step is characterized by the highest energy barrier within the series of reactions involved in the whole process. In the ammonia oxidation process, the highest energy barriers of the rate-determining step are calculated at 1.34, 0.95, 0.72 and 0.82 eV, respectively. Therefore, ECP-3 has the lowest energy barrier of 0.72 eV, and its decisive step is *N → *NOH, which is calculated to be consistent with the results of AP tests. Furthermore, during the ammonia oxidation process, the maximum energy barriers of the rate-determining steps of ECP-5 to ECP-8 were 1.39, 1.19, 1.94 and 1.95 eV respectively, which were far higher than the reaction energy barriers of the Co series complexes. This indicates that the Co series complexes have superior catalytic performance than the Ni series complexes.
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Fig. 8 The Gibbs free energy for the adsorption reaction of NH3 on ECP-1 to ECP-8 (left) and structure optimization model (right). |
All data relevant to the work described here are available in the SI. See DOI: https://doi.org/10.1039/d5ta03900b.
Footnote |
† J. Dong and Dr J. Ma contributed equally. |
This journal is © The Royal Society of Chemistry 2025 |