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A History of Research and a Review of Recent Developments

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Penetration into soil, stone <strong>and</strong> rock 163<br />

Figure 7.19 Penetration data for a projectile entering Thirsty Canyon tuff (from<br />

Amini <strong>and</strong> Anderson, ref. 7.31).<br />

expensive, so the possibility <strong>of</strong> using commercially available cheap polymers<br />

was investigated.<br />

In analysing the mechanics the authors made use <strong>of</strong> the empirical equations<br />

given in the 1972 report by Young [7.4]. Most analytical methods are aimed<br />

for simplicity at homogeneous materials, where the projectile cross sections<br />

are orders <strong>of</strong> magnitude greater than the size <strong>of</strong> the aggregate. This simplification<br />

does not apply to aggregates bonded by a low-elasticity matrix <strong>of</strong> polymer<br />

with s<strong>and</strong> filler, particularly when the projectile sections are similar in dimension<br />

to the size <strong>of</strong> the aggregate, <strong>and</strong> when the projectile strikes the matrix at an<br />

oblique angle.<br />

Anderson et al. reported a series <strong>of</strong> tests, in which hardened steel core<br />

projectiles, 7.62 mm diameter, 33.3 mm long, were fired at various mixes <strong>of</strong><br />

polymer <strong>and</strong> rock aggregate. Since impact trajectory through the composite<br />

was not straight, it was necessary to distinguish between the total length <strong>of</strong>

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