Ziwu
Cai
,
Junhao
Shi
,
Qian
Yu
,
Tianyu
Jiang
and
Wenquan
Zhang
*
Institute of Chemical Materials, China Academy of Engineering Physics (CAEP), Mianyang, 621000, China. E-mail: zhangwq-cn@caep.cn
First published on 4th December 2024
A new [6,6]-fused ring energetic molecule, 4-amino-6,8-dinitrobenzo[d][1,2,3]triazine 2-oxide (1), was designed and synthesised using 4-amino-1,2,3-triazine 2-oxide as the basic skeleton unit. Subsequently, an amino group was incorporated into the corresponding position of compound 1via a vicarious nucleophilic substitution (VNS) reaction, resulting in the formation of 4,5-diamino-6,8-dinitrobenzo[d][1,2,3]triazine 2-oxide (2). Despite the introduction of adjacent C–NO2/C–NH2 blocks into the molecular structure of compound 2, which is generally accepted to contribute to the increase in the thermal decomposition temperature of energetic molecules, the results of thermal analysis demonstrated that the thermal decomposition temperature of compound 2 (Td = 285 °C) was lower than that of its precursor (Td = 311 °C). This suggested that the incorporation of adjacent C–NO2/C–NH2 blocks into the molecular structure did not inevitably lead to the formation of novel energetic molecules with enhanced thermal decomposition temperatures. To elucidate the mechanism behind this phenomenon, the structures of compounds 1 and 2 were subjected to detailed analysis using X-ray diffraction and quantum chemical calculations. Both 1 and 2 displayed high resistance to mechanical impact and were prepared using straightforward methods. The aforementioned results suggested that both 1 and 2 can be employed as heat-resistant, insensitive energetic materials.
In previous years, two heat-resistant and insensitive energetic materials were obtained by amination and acidification/methylation reactions of 6-nitro-7-azido-pyrazol[3,4-d][1,2,3]triazine-2-oxide (ICM-103).14,15 Subsequently, 4-nitro-7-azido-pyrazolo [4,3-d][1,2,3]triazine-2-oxide (NAPTO) was treated with NH3 and a novel energetic material was obtained with good thermal stability and low mechanical sensitivity.16,17 Upon comparing the molecular structures of these new energetic materials, it was discovered that all of them contained fused 4-amino-1,2,3-triazine 2-oxide. Inspired by these results, it was believed that 4-amino-1,2,3-triazine 2-oxide is a promising structural unit. By conducting molecular design and synthesis around this structural unit, it was considered possible to obtain new energetic molecules with both good thermal stability and low impact sensitivity.
Based on these considerations, 4-azido-6,8-dinitrobenzo[d][1,2,3]triazine 2-oxide is a suitable precursor. The synthesis of this precursor is relatively straightforward, with the 4-amino-1,2,3-triazine 2-oxide structural unit being introduced after a simple functional group transformation. Furthermore, the benzene ring of the precursor molecule can be readily modified at multiple sites. The amino group can be introduced at the ortho position of the nitro group through the vicarious nucleophilic substitution (VNS) reaction, thereby forming intramolecular hydrogen bonds which enhance the thermal stability of the target molecule.
To confirm the possibility of the hypothesis, the synthesis of target compound 2 (4,5-diamino-6,8-dinitrobenzo[d][1,2,3]triazine 2-oxide) was studied. As illustrated in Scheme 1, the target compound was synthesized through a straightforward two-step process. The resulting compounds were fully characterized using high-resolution mass spectrometry, infrared spectroscopy, and 1H and 13C NMR spectroscopy (see the ESI†). The thermal decomposition temperatures of compounds 1 and 2 were determined by TG-DSC analysis. Surprisingly, the TG-DSC test results showed that the thermal decomposition temperature of 2 is 285 °C, which is lower than the thermal decomposition temperature of its precursor 1 (311 °C). This is a unique case where the formation of adjacent C–NO2/C–NH2 blocks does not increase the thermal decomposition temperature of the target molecule as expected (Fig. 1). To elucidate the mechanism underlying this phenomenon, X-ray diffraction analysis and quantum chemical calculations were employed to investigate the structures of 1 and 2. Novel insights were obtained into the relationship between the structure of energetic molecules and their thermal stability.
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Fig. 2 (a)–(d) Molecule structure, H-bonding networks, and crystal packing of 1·MeCN. (e)–(h) Molecule structure, H-bonding networks, and crystal packing of 2. |
The crystal of compound 2 belonged to the P212121 space group and orthorhombic system and tetragonal crystal system with four molecules per unit cell (Z = 4). The crystal density of this compound was measured to be 1.877 g cm−3 at 102 K. It is worth noting that the benzene ring and triazine ring of compound 2 are not coplanar, and there is a torsion angle of 8.23° between them. This may be caused by the repulsion between the two amino groups. Additionally, the formation of an intramolecular N–H⋯O hydrogen bond with a length of 1.9952 Å is observed. The introduction of the amino group not only forms a strong intramolecular hydrogen bond in compound 2, but also enhances the intermolecular hydrogen bonds and increases crystal density. In weak interaction networks, intermolecular hydrogen bonds with lengths of 2.5717 Å and 2.5464 Å were present with neighboring molecules. Furthermore, due to the presence of other weak interactions, the crystal packing of compound 2 also produced a wave-like layered arrangement.
To gain insight into the interactions among the target molecules contained in the single crystal, a two-dimensional (2D) fingerprint based on Hirshfeld surfaces was employed to analyse intramolecular interactions. Fig. 3 shows that red spots are typically located on the edges of Hirshfeld surfaces, indicating strong O⋯H and N⋯H interactions. Blue regions, represented by π–π accumulations, generally spread over the molecule plane.19 This result provides additional evidence for the planar molecule structure. Additionally, two crystals are dominated by O⋯H (30.3% in 1·MeCN and 36.3% in 2) and N⋯H (14.9% in 1·MeCN and 9.4% in 2) interactions, indicating the crucial role of hydrogen bonds in crystal self-assembly. Correspondingly, the proportion of C⋯O (18.7% in 1·MeCN and 17.2% in 2) and N⋯O (7.1% in 1·MeCN and 12.7% in 2) interactions in 1·MeCN and 2 is also high, which indicates the existence of strong π–π or p–π interactions between molecules. The insensitivity of compounds 1 and 2 may be attributed to both hydrogen bonding interactions and other weak interactions π–π interactions, helping to reduce the mechanical sensitivity of compound 2.
Additionally, interaction region indicator (IRI) analysis20 was employed to study the interaction effects within the intermolecular framework of 1 and 2. As shown in Fig. 4 the green isosurface between the central molecule and the surrounding fragments suggests the presence of strong π–π and p–π interactions in the crystal. The high planarity of 1 facilitates the formation of conjugated systems and π–π stacking, thereby improving thermal stability. In addition, the closer crystal packing of compound 2 increases the density, ensuring its satisfactory energy performance. Furthermore, intramolecular hydrogen bonds (HBs) between adjacent nitro and amino groups can be observed in the Fig. 4. These intramolecular HB interactions, along with the π–π interactions, help to reduce the mechanical sensitivity of compound 2.
Thus, differential scanning calorimetry (DSC) and thermogravimetric analysis (TGA) were used to investigate the thermal properties of compounds 1 and 2 at a heating rate of 10 K min−1 under an N2 atmosphere. As shown in Fig. 5, both compounds 1 and 2 exhibit good thermal stability. Furthermore, it was observed that in the TG-DSC curve of compound 1, in addition to the exothermic peak corresponding to the thermal decomposition process, there is another exothermic peak and an endothermic peak, whose corresponding temperatures are 163 °C and 235 °C, respectively.
To rule out the possibility that the process corresponding to these two peaks is a chemical reaction, compound 1 was subjected to heating at the corresponding temperature. Once the sample had been sufficiently cooled, its 13C NMR spectrum was recorded and compared with that of the unheated sample. The results are presented in Fig. 5d. The 13C NMR of compound 1 demonstrated no change before and after heating, indicating that the process corresponding to these two peaks is a phase transition process rather than a chemical reaction. Furthermore, a TG-DSC test was conducted on the cooled sample once more, and it was found that the exothermic peak at 163 °C had disappeared (Fig. 5b). This indicates that when heated to this temperature, compound 1 undergoes a transition from a metastable phase to a more stable phase.21,22 Compound 1 undergoes thermal decomposition at 311 °C, with a peak temperature of 345 °C, indicating that it features a thermal stability comparable to that of the classic heat-resistant explosive HNS.7 In general, introducing amino groups at adjacent positions of the nitro group will form intramolecular and intermolecular hydrogen bonds, which is beneficial to improve thermal stability. However, the initial thermal decomposition temperature of the amination product 2 is 285 °C, which is lower than that of compound 1. Fig. 2 shows that the benzene ring and triazine ring of compound 2 are not coplanar but have a torsion angle. This may be due to the repulsion between the amino group of the benzene ring and that of the triazine ring. In contrast, compound 1 has a fused-ring skeleton with good planarity, resulting in a more complete delocalization of its π electrons compared to compound 2. This could be a possible reason for the better thermal stability of compound 1.
Energy is another important evaluation index of energetic materials. Detonation velocity (D) and detonation pressure (P) are commonly used to indicate the energy properties of energetic materials. The values of D and P are related to the density and the heat of formation. Through the utilization of a gas pycnometer and operating at room temperature, the experimentally determined density of compound 1 was measured to 1.69 g cm−3. The theoretical density of compound 2 at room temperature is 1.84 g cm−3, which was calculated based on the Sun.23 The Gaussian 09 program24 was used to calculate the heats of formation for compounds 1 and 2, which were found to be 275.89 kJ mol−1 and 283.69 kJ mol−1, respectively. The corresponding detonation velocities and detonation pressures were calculated by using EXPLO5 (version 6.05).25 As shown in Table 1, the energetic performance of compound 1 (D = 7606 m s−1 and P = 22.68 GPa) is compared to that of HNS (D = 7612 m s−1 and P = 24.30 GPa). In comparison to 1, the energy performance of 2 (D = 8314 m s−1 and P = 28.28 GPa) improved due to the increase in density. BAM tests were used to evaluate the impact sensitivity (IS) and friction sensitivity (FS) of 1 and 2. Given the potential impact of the sample size on the results of mechanical sensitivity testing, a laser particle size analyser was employed to ascertain the particle size distribution of compounds 1 and 2. The particle size distribution is presented in the ESI.† The D50 of compound 1 was 20.91 μm, the D90 was 33.68 μm, and the IS of compound 1 at this grain size is 32 J, with a FS of 144 N. The D50 of compound 2 was 5.97 μm, while the D90 was 10.59 μm. In accordance with the aforementioned particle size distribution, the IS of compound 2 was determined to be 37 J, while the FS was determined to be 216 N. The IS of 1 and 2 is higher than that of HNS, indicating the potential application of these two energetic molecules as novel insensitive energetic materials with good thermal stability.
Compound | ρ (g cm−1) | T d (°C)c | ΔfHmd (kJ mol−1) | D (m s−1)e | P (GPa)f | IS (J)g | FS (N)h |
---|---|---|---|---|---|---|---|
a Measured density using a gas pycnometer at room temperature. b Crystal density recalculated to 298 K: ρ298 K = ρT − 0.188 × (298 − T)/1000. c Onset thermal decomposition temperature (10 K min−1). d Calculated heat of formation. e Detonation velocity calculated using EXPLO5/6.02. f Detonation pressure calculated using EXPLO5/6.02. g Impact sensitivity measured using a standard BAM fall-hammer. h Friction sensitivity measured using a BAM friction tester. i Ref. 7. | |||||||
1 | 1.69a | 311 | 275.89 | 7606 | 22.68 | 32 | 144 |
2 | 1.84b | 285 | 283.69 | 8314 | 28.25 | 37 | 216 |
HNSi | 1.74 | 318 | 78.2 | 7612 | 24.30 | 5 | 240 |
To better reflect the difference in aromaticity between 1 and 2, the Multiwfn software tool was used to calculate the multicenter bond order (MBO).28,29 This parameter was commonly used to describe the aromaticity of compounds. The MBO of compound 1 was 0.5799, while that of compound 2 was 0.5614. This confirmed that compound 1 exhibited stronger aromatic characteristics than compound 2. A stronger conjugation is generally achieved with a higher degree of π-electron delocalization. By using the Multiwfn tool, the π electron isosurfaces of 1 and 2 with a value of 0.44 were visualized based on the local orbital locator (LOL) theory.30,31Fig. 7 shows that the π electron distribution of the fused ring skeleton in compound 1 is more continuous than that of compound 2, indicating that 1 exhibited more significant π electron delocalization and thus accounted for the better thermal stability of 1.
In addition to the aromaticity of the molecular skeleton, the strength of the trigger bond of the energetic compound is also an important factor affecting its thermal decomposition temperature. The trigger bond has the least energy and is the most easily broken, resulting in further chemical reactions such as decomposition or explosion. For energetic materials, the N–NO2 or C–NO2 bonds are usually the trigger bonds.32,33 To gain a comprehensive understanding of the thermal decomposition temperature differences between compounds 1 and 2, the Laplacian bond order (LBO)34 of the trigger bonds was calculated. As shown in Table 2, the Laplace bond order of the C–NO2 bond in compound 2 (0.74869/0.72392) is lower than that in compound 1 (0.75489/0.745815), indicating that the strength of the C–NO2 bond in compound 2 is weaker.
No | Planarity of the molecular skeleton | NICS | MBO | LOL-π | LBO of C–NO2 bond | The maximum of ESPs |
---|---|---|---|---|---|---|
1 | Planarity | −19.91/−9.19 | 0.5799 | Continuous | 0.7549/0.7458 | 73.38 |
2 | Non-planarity | −12.84/−10.52 | 0.5614 | Discontinuous | 0.7487/0.7239 | 63.97 |
Furthermore, electrostatic surface potentials (ESPs) were calculated to precisely determine the static distribution of the molecule.35Fig. 8 illustrates positive and negative potentials with red and blue regions, respectively. The maximum and minimum are represented by orange and blue dots. In general, molecular electrostatic surface potentials (ESPs) around nitrogen and oxygen atoms tend to be relatively negative, as lone pair electrons contribute negatively to ESPs. Additionally, the maximum electrostatic potential is concentrated near hydrogen atoms. This is due to the lower electronegativity of hydrogen in comparison to nitrogen and oxygen atoms. As shown in Fig. 8, here are typically blue regions surrounding the nitro groups in compounds 1 and 2. According to previous research, a higher positive electrostatic potential (ESP) corresponds to a larger region, which is consistent with higher mechanical sensitivities.36 Compared to compound 2, compound 1 has a higher electropositive potential, which corresponds to higher experimental mechanical sensitivity.
In conclusion, the molecular structures of compounds 1 and 2 were elucidated via single-crystal X-ray diffraction, and the electronic structure differences between 1 and 2 were investigated through quantum chemical calculations. The results demonstrated that the introduction of –NH2 on the benzene ring resulted in a repulsive interaction with –NH2 on the triazine ring, leading to a distortion of the fused-ring skeleton. The planarity of the molecular skeleton in compound 2 deteriorates, making its π electron conjugation less sufficient than compound 1, which reduces the molecular stability caused by π electron delocalization. Furthermore, the Laplace bond order calculations indicate that the introduction of –NH2 on the benzene ring results in a reduction in the strength of the C–NO2 bond in compound 2. This implies that under thermal action, the C–NO2 bond of compound 2 is more susceptible to rupture. Although the introduction of amino groups on the benzene ring is conducive to the formation of intramolecular hydrogen bonds, which is generally considered to be an effective strategy to increase the thermal decomposition temperature; this still cannot eliminate the adverse effects on thermal stability caused by the distortion of the molecular skeleton and the weakening of the C–NO2 bond. The aforementioned factors result in the thermal decomposition temperature of compound 2 being lower than that of compound 1.
Footnote |
† Electronic supplementary information (ESI) available. CCDC 2354368 and 2354370. For ESI and crystallographic data in CIF or other electronic format see DOI: https://doi.org/10.1039/d4nj04219k |
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