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The monitored characteristics were the bending strength "MOR", plastic potential "Pp" and the moduli of plasticity CHM, EE, EMV and EP.
The analysis presented is an application of a vertical-displacement-hardening plasticity model incorporating nested interaction diagrams as yield functions together with a plastic potential and a hardening rule.
For an accurate plastic anisotropy description, non-associative plasticity framework is considered for which equivalent stresses in yield function and in plastic potential are separately defined.
They were products of the "plastic" potential of human brains to learn from their experience and reinvent themselves.
The plastic potential depends on the same arguments, but a nonassociated flow rule is assumed.
An example of a plastic potential modified in this way is discussed.
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It makes use of the theory of dual plastic potentials, which is shortly revisited.
It is briefly reminded how the theory of dual plastic potentials has been used in the past to generate analytical expressions for plastic potentials of anisotropic polycrystalline materials with a known crystallographic texture.
In addition, it has turned out to be possible to slightly modify plastic potentials which do not satisfy the criterion, in order to achieve convexity.
The procedure is more general than that traditionally used for materials with non-associated flow rules, in that plastic potentials are not needed and not presumed to exist.
Some of these analytical descriptions use the isotropic or anisotropic plastic potentials that take into account the crystallographic texture of the material.
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CEO of Professional Science Editing for Scientists @ prosciediting.com