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DIMENSIONS

DIMENSIONS & PROPERTIES - Steel & Tube

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Specimen prior to tensile testing<br />

Specimen after fracture<br />

Stress σ<br />

Stress (nominal stress) is defined as load, at any moment during the test, divided by the original<br />

cross‐sectional area.<br />

σ = F [N/mm 2 ]<br />

S o<br />

Tensile strength R m<br />

Tensile strength is defined as stress corresponding to the maximum load divided by the original<br />

cross-sectional area of the specimen.<br />

R m =<br />

F m [N/mm2 ]<br />

S o<br />

Modulus of elasticity E (static modulus of elasticity)<br />

Quotient of load F divided by the original cross-sectional area S o and extension ∆L e divided by<br />

extensometer gauge length L E0 in the rank of elastic deformation<br />

E m =<br />

conversion<br />

and<br />

comparison<br />

information<br />

CCI<br />

F . L E0 = σ m . 100<br />

So .∆L e ε e<br />

Dimensions and Properties Handbook 109

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