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but one further evidence of confirmation my be appropriate here.

In the

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analytic solution the density distribution of air behind the shock wave

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plays a fundamental role.

It also happens that this same density distri-

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bution markedly effects the intensity of gauma rays as a function of tine

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as cbeerved on very large scale weapons, such as MIKE, where a large number

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of mean free paths are present for gamm ray absorption. For example, this

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hydrodynamic effect increases the intensity of gama ray rediation et

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4000 metarsfrom MIKE by a factor of 150. The same density distribution used

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in the analytic solution was furnished J. Malik, who then used these data

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to correct the intensity vs. tine curves in Project 5.3. He reports that

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this theoretical hyttrodynamic correction then modifies the gamaa ray inten-

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sities to the extent that good fission yields are obtained from the gamm=

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ray measurements at fairly long distances, This is a rather crucial test

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of the density distribution used in the amalytic solution, partly because

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important, the air absorption here amunts to factors e713, the hytrodynamic

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correction amounts to. of5, 1% follows from the mathematics that only a

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emell error in the density diatribution would result in very large errors

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it 1s at long distances vhere the theary is considered least reliable, More
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in the corrections for gama ray intensity. While those calculations are
only of a very preliminary nature, it is felt that the suecese to date is

aignificant.

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In. the discussion throughout this report one may be struck by the consistentrecurrence of the term “approach ideal pressures".

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frou the simple theory one always loses and never gains on pesk pressure.

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