The detonation velocity is measured in a gelled explosive that has been sensitize via the addition of glass microballoons (GMBs) and additionally diluted via large-scale inert inclusions. The explosive is nitromethane that has been gelled via the addition of poly(methyl methacrylate) (PMMA) and then sensitized via hot-spot inducing glass microballoons (GMBs, 3M K-1). Inert inclusions consisting of pellets of polyether block amide (PEBA, 2–3 mm in size) are then added to the explosive to make a heterogeneous explosive with heterogeneities that are at a scale disparate from those of the microballoons. The PEBA is density matched to the NM/PMMA/GMB mixture such that the large pellets remain in suspension. This system has the potential to be a synthetic explosive that can be tuned to have the properties of morphologically complex commercial blasting explosives. The velocity-diameter and velocity-thickness relation is measured using weakly confined (polyvinyl chloride) cylindrical and slab charges, respectively. The results are also used to further explore the phenomenon of anomalous scaling between axisymmetric and two-dimensional geometries.

1.
O.
Petel
,
D.
Mack
,
A.
Higgins
,
R.
Turcotte
, and
S.
Chan
, “
Comparison of the detonation failure mechanism in homogeneous and heterogeneous explosives
,” in
13ᵗʰ Symposium (International) on Detonation
(
Office of Naval Research
,
Arlington
,
2006
), pp.
2
11
.
2.
O.
Petel
,
D.
Mack
,
A.
Higgins
,
R.
Turcotte
, and
S.
Chan
,
Journal of Loss Prevention in the Process Industries
20
,
578
583
(
2007
).
3.
J.
Bdzil
,
Journal of Fluid Mechanics
108
,
195
226
(
1981
).
4.
A.
Higgins
, “Steady one-dimensional detonations,” in
Shock Waves Science and Technology Library
, Vol.
6
: Detonation Dynamics, edited by
F.
Zhang
(
Springer Berlin Heidelberg
,
Berlin, Heidelberg
,
2012
), pp.
33
105
.
5.
J.
Li
,
X.
Mi
, and
A. J.
Higgins
,
Physics of Fluids
27
, p.
027102
(
2015
).
6.
J. C.
Gois
,
J.
Campos
, and
R.
Mendes
,
AIP Conference Proceedings
370
,
827
830
(
1996
).
7.
V. V.
Sil’vestrov
,
A. V.
Plastinin
,
S. M.
Karakhanov
, and
V. V.
Zykov
,
Combustion, Explosion, and Shock Waves
44
,
354
359 May
(
2008
).
8.
S.
Jackson
and
M.
Short
,
Journal of Fluid Mechanics
773
, p.
224266
(
2015
).
9.
A.
Higgins
,
Journal of Physics: Conference Series
500
, p.
052016
(
2014
).
10.
A.
Higgins
,
AIP Conference Proceedings
1195
,
193
196
(
2009
).
11.
J.
Loiseau
,
W.
Georges
,
D.
Frost
, and
A.
Higgins
,
Shock Waves
28
(
2018
).
12.
H. N.
Presles
,
P.
Vidal
,
J. C.
Gois
,
B. A.
Khasainov
, and
B. S.
Ermolaev
,
Shock Waves
4
,
325
329
(
1995
).
13.
J.
Gois
,
J.
Campos
, and
I.
Plaksin
,
AIP Conference Proceedings
620
,
898
901
(
2002
).
14.
F.
Lam
,
X.
Mi
, and
A. J.
Higgins
, “
Dimensional scaling for propagation in particulate clouds with lateral and volumetric losses
,” in
26th International Colloquium on the Dynamics of Explosions and Reactive Systems
(
2017
).
This content is only available via PDF.