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Cozzone theory: fin fin Approximate: with: Now, assuming a material law of the form: e = f +e' (L)lII E U Ftu where: logle', / 0.002) m=--='--'-;--''--~ 10g(Ftu / Fty ) «. = ell - Ftu / E and further assuming that plane sections remain plane in both cases (i.e. linear strain variation from 0 to em), both distributions yield the same moment about the horizontal axis when: The equivalent stress for a "classic" Mc/I distribution is then Fbm = fin + (k-l) fo

AA SM 031RambergOsgoodappliedtoCozzone

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Page 1: AA SM 031RambergOsgoodappliedtoCozzone

Cozzone theory:fin fin

Approximate: with:

••

Now, assuming a material law of the form:

e = f +e' (L)lIIE U Ftu

where:logle', / 0.002)m=--='--'-;--''--~10g(Ftu / Fty )

«. = ell - Ftu / E

and further assuming that plane sections remain plane in both cases (i.e. linear strain variation from 0 to em),both distributions yield the same moment about the horizontal axis when:

The equivalent stress for a "classic" Mc/I distribution is then Fbm = fin + (k-l) fo