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The Fundamentals of Metalworking (PDF)

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Determination <strong>of</strong> flow curve<br />

Stress-strain curve<br />

σ<br />

σ ο<br />

ε 2<br />

A<br />

ε 1<br />

Ture stress-strain curve <strong>of</strong> a ductile<br />

metal under uniaxial tensile loading.<br />

ε<br />

σ = Kε n<br />

• Hook’s law is followed up to the yield point, σσσσ o .<br />

σσσσ is ture stress<br />

εεεε is true strain<br />

K is constant<br />

n is work hardening exponent<br />

(this is valid from the beginning <strong>of</strong> plastic<br />

flow to the maximum load at which the<br />

specimen begins to neck down.)<br />

• Beyond σσσσ o , metal deforms plastically (strain hardening).<br />

• Unloading from A immediately decreases the strain from<br />

εεεε 1 to εεεε 2 = σσσσ/E the strain decrease εεεε 1 -εεεε 2 is the recoverable<br />

elastic strain.<br />

Suranaree University <strong>of</strong> Technology Tapany Udomphol<br />

Jan-Mar 2007

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