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Design and Stress Analysis of Extraterrestrial ... - The Black Vault

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!I<br />

As is apparent from Fig. 2.39, the increase in shell radius at<br />

working pressure is 0.9.1-,3 m. <strong>The</strong> stress in the outer shell i!<br />

al = 30'i07 N/m '<strong>and</strong> in the inner shell is a' = -6.107 N/mr 2 ; the<br />

latter stress is compressive which is explained by •theŽgreat thermal<br />

elongation <strong>of</strong> the inner shell., If the working pressure were higher<br />

the stress in the inner shell would e tensile stress.<br />

Fig. 2.,39. <strong>The</strong> stressed state - - -<br />

<strong>of</strong> shells as a function <strong>of</strong><br />

p<br />

radial strain. ---- -...-.-<br />

Ia ., - -<br />

60 --<br />

01-i<br />

~-20<br />

<strong>The</strong> curves presented in Fig. 2.39 show that when p = 0 there<br />

is a certain strained state caused by the thermal expansion <strong>of</strong> the<br />

inner shell.<br />

It is important to note that on the pressure variation curve<br />

two sections <strong>of</strong> shprp increase are observed. <strong>The</strong> first section with<br />

low AR <strong>and</strong> the second with AR z 0.9"l1-<br />

3<br />

m. This is explained as<br />

follows. If the pressure is low, the external shell operates<br />

elastically <strong>and</strong>.with a rise in<br />

pressure, strains slowly increase.<br />

If the pressure is •reater than a certain magnitude, in the outer<br />

shell plastic flow will occur; now it<br />

will be loaded not only by the<br />

*1 forces <strong>of</strong> pressure but also by forces from the direction <strong>of</strong> the<br />

inner <strong>and</strong> more severely heated shell. A rapid increase in AR occurs<br />

with an insignificant rise in pressure.<br />

151

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