2018
DOI: 10.1007/s11224-018-1191-4
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Laser ionization of solid RDX: a density functional theory study

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Cited by 6 publications
(3 citation statements)
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“…The crystal lattice of HHTT essentially contains four pairs of inverted interlocked HHTT molecules (labeled as I–II, I′–II′, I″–II″, and I‴–II‴ pairs, respectively, in Figure A) . Such an interlocked pairwise structure has been known to be important, and has been used in recent years to computationally model the crystal structure of HHTT, and to model laser ionized solid HHTT material . Thus, a representative dimer of such is taken from the HHTT unit cell in our work, which is molecule-I and molecule-II in Figure A, and is hence named “I–II dimer”.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…The crystal lattice of HHTT essentially contains four pairs of inverted interlocked HHTT molecules (labeled as I–II, I′–II′, I″–II″, and I‴–II‴ pairs, respectively, in Figure A) . Such an interlocked pairwise structure has been known to be important, and has been used in recent years to computationally model the crystal structure of HHTT, and to model laser ionized solid HHTT material . Thus, a representative dimer of such is taken from the HHTT unit cell in our work, which is molecule-I and molecule-II in Figure A, and is hence named “I–II dimer”.…”
Section: Resultsmentioning
confidence: 99%
“…26 Such an interlocked pairwise structure has been known to be important, and has been used in recent years to computationally model the crystal structure of HHTT, 46 and to model laser ionized solid HHTT material. 47 Thus, a representative dimer of such is taken from the HHTT unit cell in our work, which is molecule-I and molecule-II in Figure 4A, and is hence named "I−II dimer". Such an HHTT dimer is separately shown in Figure 4B, after further structural optimization, where the distances between HHTT molecule-II's O 33 and molecule-I's O 11 is 3.51 Å, and that of molecule-II's O 36 and molecule-I's H 20 is 2.47 Å.…”
Section: Resultsmentioning
confidence: 99%
“…Our previous density functional theory (DFT) study of a dimeric RDX lattice cell model showed that loss of an electron could result in HONO and NO2 losses via unimolecular or bimolecular processes. 38 A DFT study on band-gap calculations of -RDX crystal has produced a band-gap of 3.0-3.1 eV at zero external pressure, less than the calculated vertical ionization energy of a single RDX molecule (10.4-10.9 eV) 39 . Molecular dynamics simulations show that amorphous Al2O3 (a-Al2O3) have smaller band gaps than the crystalline phase.…”
Section: Introductionmentioning
confidence: 95%