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Therefore, with this analysis we could investigate to what extent the presumed adaptative proteome differentiation was influenced by genetic versus plastic factors.
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This present paper attempts to evaluate experimentally whether the principle of load separation is valid when testing ABS polymers in a bending configuration in order to obtain a valid single J-testing method, and to calculate the η plastic factor experimentally by using this new simple method based on the load separation criterion in non-growing-crack measurements.
Using the appropriate value of the thinness ratio, the plastic knockdown factors are obtained from the design chart.
The design chart was obtained by a semi-empirical approach, where the thinness ratios of the vessels were plotted against their plastic knockdown factors.
The plastic intensity factor is then used as a global measure of the plasticity rate within the crack tip region.
A plastic constraint factor, α, was incorporated into the model.
It is shown that the high plastic constraint factor exhibited by metallic glasses at large indentation strains is an outcome of their pressure sensitive plastic deformation.
To obtain the actual collapse pressure of the vessel, the theoretical elastic instability pressure for a perfect vessel is divided by the plastic knockdown factor.
The plastic interaction factor represents the degree of influence of weld strength mismatch on crack tip constraint for a given mismatch ratio.
Plastic collapse factor represents one of the most important outcomes of a plastic structural analysis, as it is useful for the reliable and economical safety assessment and design of ductile structures.
Short cracks can grow well below the long crack fatigue threshold range, because the short crack fatigue threshold range is smaller than that for long cracks as it is dependent on the stress level, and the plastic constraint factor.
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