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Energetic Materials Combustion

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Title: Energetic Materials Combustion


1

Theoretical Chemistry Applications in Energetic
Materials Research Betsy M. Rice U. S. Army
Research Laboratory Aberdeen Proving Ground,
Maryland 21005-5066
2
Acknowledgements
  • Donald L. Thompson, Oklahoma State University
  • Samuel F. Trevino, ARL
  • William Mattson, U. Illinois Urbana Champaign and
    ARL
  • Dan C. Sorescu, National Energy Technology
    Laboratory
  • John Grosh and Jen Hare, formerly of ARL
  • Herman Ammon, University of Maryland

3
OBJECTIVE
  • Use standard theoretical chemical approaches to
  • Screen proposed materialseliminate poor
    candidates before expending resources on
    synthesis, formulation and tests
  • Identify and understand the individual
    fundamental chemical and physical steps that
    control the conversion of the material to final
    products

4
METHODS
  • Quantum Mechanics First principles
  • Solution of HYEY for collection of atoms -
    characterizes system
  • Provides information for parameterization of
    classical models
  • Molecular Dynamics A classical simulation
    method
  • Integration in time of Fma for every atom
    requires model
  • Provides molecular-level details of chemical and
    physical processes through computer simulation of
    dynamic events
  • How a material responds to set of initial
    conditions at the atomic level.
  • What mechanisms control the responsewill provide
    guidance on how to manipulate system such that
    desired response obtained.
  • Molecular Packing A classical simulation method
    for ab initio crystal prediction
  • Evaluates lattice energy of molecule in a variety
    of possible crystalline environments requires
    model
  • Ranks possible crystal structures (usually in
    order of increasing energy)
  • Provides density and details of structure of
    crystal (size, shape and position of atoms in it)

5
Prediction of Energetic Materials Properties from
correlations with charge distribution
Electrostatic Potential
Mapping out e- Density

1 Nanometer
(electron poor)
(electron rich)
CL20
6
Correlations of Quantum mechanical predictions
with bulk properties
B. M. Rice, S. V. Pai and Jennifer Hare,
Predicting Heats of Formation of Energetic
Materials Using Quantum Mechanical Calculations,
Combustion and Flame, Vol. 118, p. 445 (1999).
Condensed Phase Heats of Formation
  • DHGas from quantum mechanics
  • DHSub and DH Vap estimated from correlation
    between bulk properties and electrostatic
    potential of a molecule.

J. S. Murray and P. Politzer, A General
Interaction Property Function (GIPF) An
Approach to Understanding and Predicting
Molecular Interactions in Quantitative
Treatments of Solute/Solvent Interactions, ed.
P. Politzer and J. S. Murray, (Elsevier Pub. Co.,
New York, 1994).
B. M. Rice, S. V. Pai and J. Hare, Predicting
Heats of Detonation Using Quantum Mechanical
Calculations, Thermochemica Acta, Vol. 38, p.
377 (2002).
7
Impact machine
  • Explosives (in mg) placed in between on flat tool
    steel anvil and flat surface of tool striker.
  • 2.5 kg drop weight is dropped from predetermined
    height onto the striker plate.
  • Result of the event (explosion or otherwise) is
    determined by sound, smell and visual inspection
    of the sample.
  • Drop height is varied, with height increased or
    decreased depending on result of previous event.
  • Sequence of tests carried out, with result quoted
    at h50, the height at which 50 of tests result
    in explosions.

8
B. M. Rice and J. J. Hare, A Quantum Mechanical
Investigation of the Relation Between Impact
Sensitivity and the Charge Distribution in
Energetic Molecules, B. M. Rice and J. J. Hare,
Journal of Physical Chemistry, Vol. 106, 1770
(2002).
11 cm
71 cm
28 cm
11 cm
9
Evaluating the Model Predicting Crystal
Structures using molecular packing
  • Place single molecule in variety of crystalline
    environments
  • Using classical force field, minimize energy with
    respect to crystal parameters
  • Rank various crystal structures (usually lattice
    energy)

10
Potential Energy Functions for classical
molecular simulation of energetic molecular
crystals
  • 8 Papers published in J. Physical Chemistry
  • Transferability (4)
  • Limitations of Rigid Body Approximation (1)
  • Inclusion of Flexible Motion (1)
  • Behavior in Liquid State(1)
  • Current investigation prediction of crystal
    structure using molecule packing

D. C. Sorescu, B. M. Rice and D. L. Thompson,
Intermolecular Potential for the
Hexahydro-1,3,5-trinitro-1,3,5-triazine Crystal
(RDX) A Crystal Packing, Monte Carlo and
Molecular Dynamics Study, the Journal of
Physical Chemistry B, vol. 101, pp-798-808, 1997.
11
MOLPAK (MOLecular PAcKing)J. R. Holden, Z. Du
and H. L. Ammon, J. Comp. Chem. 14, 422 (1993)
  • Uses rigid-body molecular structure to provide
    packing arrangements in 13 space groups.
  • Triniclinic P1, P-1
  • Monoclinic P21, P21/c, Cc, C2, C2/c
  • Z4 Orthorhombic P21212, P212121, Pca21, Pna21
  • Z8 Orthorhombic Pbcn, Pbca
  • MOLPAK search produces initial guesses ---
    needed to energy refinement. For each space group
    7000 Possible structures are generated.
  • 25 most dense structures are further refined
    using WMIN

12
How good is the force field?
Applied to 39 nitramine and non-nitramines From
Nitramine and non-Nitramine paper, nitrocubane
series Predicted experimental structure for 38
of 39 (1 catastrosphic failure, believed numeric)
max. deviation no more than 4 in edge length,
largest deviation of cell angle is
7º. Low-energy structure is experimental
structure for 28 For remaining 10 cases, all
within 1.5 kcal/mol of low-energy structure 7
were within 0.4 kcal/mol.
13
Modeling Results for candidate materials from
ARDEC
Rapid Assessment
Heat of Formation (solid) 113.1 kcal/mol Heat of
Detonation 1.41 (kcal/g) h50 9 cm Density of
low-energy structure 1.77 g/cc
Tetradecanitrobicubane Heat of Formation
(solid) 242 kcal/mol Heat of Detonation 1.81
(kcal/g) h50 68 cm Density of low-energy
structure 1.81 g/cc
14
What now?
  • Ab initio crystal prediction of chemical families
    of explosives
  • Nitrocubane series (6 have been resolved)
  • Nitramines (71)
  • Nitrate Esters (32)
  • Notified October 4 that team consisting of Rice,
    Mattson, (ARL), Ammon (U MD), Singh (NRL) and Kim
    (U Miss) awarded 2003 DOD High Performance
    Computing Modernization Plan CHSSI grant to
    parallelize MOLPAK and incorporate DOD Planewave

15
MOLECULAR DYNAMICS SIMULATION OF DETONATION
Model Explosive A-B. Reactions that can occur
2 A-B ? A2 B2 A-B ? A B Initial crystal
at 10 K, molecules arranged in equilibrium
configuration Left side of plate hit with flyer
plate of molecules moving at a very high speed.
The impact compresses the quiescent crystal, and
a shock wave propagates through the
material. Reactions begin, and heat released
from the reaction drives the shock-wave,
resulting in a self-sustained detonation
16
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17
MOLECULAR SIMULATION OF DETONATION
B. M. Rice, W. Mattson, J. Grosh and S. F.
Trevino, A Molecular Dynamics Study of
Detonation II. The Reaction Mechanism,
Physical Review E, Vol. 53, 623 (1996). B. M.
Rice, W. Mattson, J. Grosh and S. F. Trevino, A
Molecular Dynamics Study of Detonation I. A
Comparison with Hydrodynamic Predictions,
Physical Review E, Vol. 53, 611 (1996).
Reaction Mechanism Pressure-induced
atomization, little thermal excitation
18
REBO Potentials
Intramolecular bonds (covalent)
Intermolecular bonds
19
DESENSITIZATION OF DETONABLE MATERIAL
B. M. Rice, W. Mattson and S. F. Trevino,
Molecular Dynamics Investigation of the
Desensitization of Detonable Material, Physical
Review E, Vol. 57, 5106 (1998).
20
Reactive Potentials
  • Reactive Force Fields (ReaxFF) (Goddard et al.,
    Center for Simulation of Dynamic Response of
    Materials, California Institute of Technology)
  • Uses QM calculations to parameterize a function
  • Applied to RDX and HMX
  • Flyer-plate shock simulations show
  • Initiation threshold exists
  • Large fraction of products have been observed in
    experiment
  • Some unlikely fragments
  • Improvements will include products of secondary
    reaction channels

Chakraborty, D. Muller, R. P. Dasgupta, S.
Goddard, W. A., J. Phys. Chem. A 2000, 104, 226.
21
SUMMARY
  • Theoretical chemistry calculations will provide
    information necessary to tailor explosives BUT
    OFTEN RESULTS ARE COMPLETELY DEPENDENT ON QUALITY
    OF THE MODEL
  • Realistic classical molecules exist for
    non-reactive events for CHNO explosives -- are
    not bad
  • Reactive potentialsbasic concepts there, but
    need additional and better information for
    parameterization
  • Direct Ab initio MD simulations progressing, not
    quite there, but extremely promising
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