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A History of Research and a Review of Recent Developments

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Equivalent pressure factors 55<br />

Figure 2.21 Relationship between peak instantaneous underwater shock pressure<br />

<strong>and</strong> the slant range for underwater nuclear explosions (from Glasstone <strong>and</strong> Dolan,<br />

ref. 2.9).<br />

review <strong>of</strong> surface <strong>and</strong> seabed interactions in a book by Smith <strong>and</strong> Hetherington<br />

[2.38] <strong>of</strong> Cranfield University (Royal Military College <strong>of</strong> Science). <strong>Research</strong>ers<br />

might also usefully consult the work <strong>of</strong> Henrych [2.39], mentioned in the<br />

Introduction to this book.<br />

2.5 EQUIVALENT PRESSURE FACTORS<br />

We have already noted the custom <strong>of</strong> using TNT as the basis for information on<br />

blast pressure. This information can be applied to other explosives by multiplying<br />

the mass <strong>of</strong> the explosive by a conversion factor, as described in Tables 2.2 <strong>and</strong> 2.5.<br />

Equivalent pressure factors for well-known modern explosives are 1.27<br />

(PETN), 1.40 (Pentolite) <strong>and</strong> 1.07 (Tetryl). A recently developed explosive<br />

that became famous as the result <strong>of</strong> terrorist activity is Semtex, manufactured<br />

in what is now the Czech Republic. Some information on its behaviour is<br />

given in a paper by Makovicka [2.40], which included a figure giving the<br />

relationship between peak incident pressure <strong>and</strong> the weight <strong>of</strong> charge at a<br />

point 7 metres distant from the centre <strong>of</strong> the explosion. This relationship can<br />

be expressed approximately as follows:<br />

Weight <strong>of</strong> charge (grams) 300 600 800 1000 1200<br />

Peak incident pressure at 7 m (KPa) 15 22 25 27.5 28

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