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

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According t; this formula, at constant stress, elongation<br />

maintains a constant value <strong>and</strong> does not depend on time. (At low<br />

temperatures <strong>and</strong> stresses, change in c will be slow <strong>and</strong> small <strong>and</strong><br />

can be disregarded.) In Fig. 1.25c this stress corresponds to point<br />

0.<br />

At high temperatures <strong>and</strong> stresses, the rise in e will be<br />

significant; it will substantially depend upon time (Fig. 1.25c).<br />

On this curve we can distinguish three stages <strong>of</strong> creep (I, II, <strong>and</strong> IU),<br />

Stage I is characterized by a variable growth rate in creep flow<br />

£ = de/dt. At the beginning <strong>of</strong> the stage the growth rate is not<br />

high; then it drops to a minimum value, remaining approximately<br />

constant in the I1 stage.<br />

<strong>The</strong> ar•rc <strong>of</strong> creep I with decreasing rate is called unstable<br />

creep. Thio stage is usually brief, although, in certain cases,<br />

it can react-i s+,-veral tens <strong>of</strong> hours. This area <strong>of</strong>' creep is manifested<br />

in calcularlons for parts <strong>of</strong> short-life rocket engines. In designing<br />

parts for long-life rocket engines it can be disregarded.<br />

Th. area <strong>of</strong> creep I1, characterizing constant deformation<br />

rate is called steady creep. Depending upon temperature <strong>and</strong> stress<br />

level, it can last from tens <strong>of</strong> minutes to many hundreds <strong>of</strong> hours.<br />

In materials for ektraterrestrial electrical rocket engines this<br />

zone can reach 10,000 <strong>and</strong> more hours. It is fundamental in analyzing<br />

parts for creep.<br />

<strong>The</strong> third, brief stage <strong>of</strong> creep is characterized by the formation<br />

<strong>of</strong> a neck in the sample <strong>and</strong> fracture. <strong>The</strong> sharp increase in c at<br />

the end <strong>of</strong> stage III is explained by the increase in sample stress.<br />

It is difficult to keep stress ,onstant •in Rn ordinary experimental<br />

machine. If we create such conditions, then creep stage III becomas<br />

less pronounced (dashes on Fil;. 1.25c) <strong>and</strong> also terminates in the<br />

fracture <strong>of</strong> the sample at point p. Time T characterizes the full<br />

operating time <strong>of</strong> the material up to its fracture.<br />

62

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