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An elliptic macroscopic plastic collapse envelope of the honeycomb is analytically and numerically evaluated, while closed-form expressions of compressive and shear strengths are presented.
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The observed deformation mechanisms that include plastic collapse and the formation of folding systems are analyzed at the microstructural level and their effects on the mechanical responses at the macroscopic level are discussed in-depth.
The results are not very sensitive to macroscopic plastic anisotropy.
This behaviour was confirmed through plastic collapse analyses.
The plastic load is determined by applying the ASME twice elastic slope criterion of plastic collapse and an alternative plastic criterion, the Plastic Work Curvature criterion.
The plastic collapse stress under static compression is mathematically discussed by investigating the collapse mechanisms of cells from numerical simulations.
A new criterion of plastic collapse based on the curvature of the load plastic work history is therefore proposed.
Finally, it explains the effect of axial force on plastic collapse load.
The two failure mechanisms considered are elastic buckling and plastic collapse.
Under axial loading, the thin-walled structures will experience severe plastic collapse at the corners.
Thereby a link is created between the microstructural evolution and the macroscopic plastic behaviour.
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