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

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<strong>Stress</strong> is the intensity <strong>of</strong> the internal forces <strong>of</strong> elasticity,<br />

corresponding to a given elementary area <strong>of</strong> a certain cross sction.<br />

<strong>Stress</strong> is calculated for this area as the ratio <strong>of</strong> the absolute<br />

value <strong>of</strong> force to the size <strong>of</strong> the area on which it acts, i.e.,<br />

as the force which occurs per unit <strong>of</strong> area.<br />

*1 Normal stress ik is that component <strong>of</strong> stress which actsS<br />

perpendicularly to the area; the subscript k designates the direction<br />

<strong>of</strong> normal to the area. For example, if the area is perpendicular<br />

to axis x, normal stress acting on this area is designated a•<br />

Tangential stress T is the component <strong>of</strong> stress acting:along I<br />

the area; the subscript k also indicates the direction <strong>of</strong> normal to<br />

tha area, while the subscript i is'the direction <strong>of</strong> ti.e vector <strong>of</strong><br />

tangential stress; the dimension <strong>of</strong> stress N/m (or kg/cm2).<br />

Under the effect <strong>of</strong> external forces <strong>and</strong> stress which occur,<br />

the dimeusions <strong>of</strong> the part change somewhat; it is deformed.<br />

Deformation is the change in linear or' angular dimensions <strong>of</strong><br />

a part; usually these changes are very insignificant as compared<br />

with the part's dimensions.<br />

Absolute elongation, i.e., change in the lineardimensions Ik,<br />

is designated AZk. It is positive during extension <strong>and</strong> negative..<br />

during compressioni.<br />

Relative elongation Ek is the r~atio: ek. = Alk/Z; the subscript<br />

k indicates in<br />

what direction elongation id occurring.<br />

Relative shear y is the angle by which the original right angle<br />

between two selected directions in the part changes during its<br />

deformation. If these mutually perpendicular directions are<br />

designated x <strong>and</strong> y, relative shear y is given the subscript xy.<br />

5I1<br />

*11 51

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