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

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6%Fx<br />

(a) Fig. 1,31., Uniaxial (a) <strong>and</strong><br />

two-dimensional (b) stressed<br />

state <strong>of</strong> a sample.<br />

(b)<br />

Strict analysis indicates that the diagram <strong>of</strong> deformation<br />

for a sample in a uniaxial stressed.state., according to law a =E<br />

can be used for determining the supporting power <strong>of</strong> an element in<br />

a two-dimensional or three-dimensional stressed state if, instead<br />

<strong>of</strong> ax <strong>and</strong> ex or ay And wyWe compare generalized or equivalent<br />

,stress a., which is called intensity <strong>of</strong> stresses, <strong>and</strong> generalized or<br />

-equivalent deformations ci, obtained in accordance with one <strong>of</strong> the<br />

theories <strong>of</strong> material strengths. <strong>The</strong>n the basic relationship between<br />

stress <strong>and</strong> deformation will have the form<br />

where<br />

a =ESt is(1,26)<br />

Equivalent stress a,, i.e., stress which should.ýbe created<br />

in 'an extended sample;so that its stressed state correspond to a<br />

given state,, is most. frequently in accordance with.one <strong>of</strong> two<br />

strerýth theor`tes,. the theory based on equality <strong>of</strong> the largest<br />

tangential stresses <strong>and</strong> the theory <strong>of</strong> the equality<strong>of</strong> distortion<br />

enorgy. <strong>The</strong> first-is widely used in tasks, where the limiting<br />

stage is characterized by a transition <strong>of</strong> the elastic state to<br />

73

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