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

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E T <strong>and</strong> Ep are the moduli <strong>of</strong> elasticity for the material <strong>of</strong><br />

the pipes <strong>and</strong> the pipe grid;<br />

SK is the housing wall thickness;<br />

a T <strong>and</strong> aK are the coefficients <strong>of</strong> linear expansion for the<br />

pipes <strong>and</strong> the housing, respectively.<br />

e <strong>and</strong> 0.<br />

Function f(e) is<br />

determined from Table 4.3 as a function <strong>of</strong><br />

Minimum effective panel thickness is<br />

Table 4.3.<br />

I" f ) " 'I ' '(')<br />

£-o I .3=O,ClS • --' I 5 =O,.5l.<br />

0 0.205 0,204 4 0,020 0,012<br />

I. 0.200 0,190 5 0,015 0,005<br />

2 0,140 0,120 6 0,010 0,001<br />

3 0,040 010,30 7 0,007. 0<br />

Stability analysis <strong>of</strong> thin-wall cylindrical<br />

shells under the effect <strong>of</strong> compressive loads<br />

Critical lengths can be determined from formula [12]<br />

L =1,642 VT12D<br />

__<br />

or from the graph in Fig. 4.38.<br />

Case 1. <strong>The</strong> shell is loaded with external force (Fig. 4.39).<br />

I 1487<br />

4

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