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First observations on break-up of particle agglomerates in shock waves

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Abstract

The destruction of solid agglomerates suspended in argon by means of shock waves (1 <M s < 5) has been studied experimentally using a conventional shock tube apparatus. The change in particle size was measured by time-dependent in situ laser light scattering of the particle ensemble in the shock wave. The test facilities used are given in details, and the principle of the Mie-theory, necessary for complete understanding of the data reduction, is described.

In this paper data reduction and first analysis employing two independent trial solutions involving the Mie-theory for polydisperse, spherical particle-ensembles are presented. Three types of agglomerates suspended in argon with a mean initial size of about 1 gm were exposed to the shock wave and different size reduction behaviours were observed. The deagglomeration effect depends largely on the wave intensity and on the physico-chemical structure of the particle aggregates.

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Abbreviations

d pg :

median particle radius

f :

function

I 0, λ :

intensity of incident light

I λ :

intensity of scattered light

i r ,i l :

Mie-intensity functions

M s :

Mach number of shock wave

\(\hat m_p \) :

particle refractive index

N 0 :

number of particles

n :

particle number concentration

p :

pressure

R :

distance between scattering volume and detector

r p :

particle radius

T :

temperature

t :

time

u s :

shock wave velocity

Δp :

incremental change in pressure

α = 2πr p /λ:

size parameter

ɛ:

volume concentration of particle phase

λ:

laser wave-length

ϱ:

gas density

σ g :

geometric standard deviation

Θ :

angle between the incident and the scattered beams

():

mean value

g :

geometric

j, k :

refer to observation angles

l :

parallel

p :

particle

r :

perpendicular

l :

pre-shock

2:

post-shock

References

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Brandt, O., Rajathurai, A.M. & Roth, P. First observations on break-up of particle agglomerates in shock waves. Experiments in Fluids 5, 86–94 (1987). https://doi.org/10.1007/BF00776178

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  • DOI: https://doi.org/10.1007/BF00776178

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