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The paper's aim is to expand the study of the equilibrium path in the post-buckling behaviour of imperfect structures with regard to the second order non-linear approximation.
Symmetry and antisymmetry of bifurcation paths, representing qualitative properties of a structure, not only simplify the postbuckling analysis, but also have an influence on the behavior of real, i.e., imperfect structures.
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These findings indicate that the gasification of a carbon nanotube probably occurs at the structural defects preferentially to the topological defects when it originally has the imperfect structure.
In general, pore arrangement of porous alumina is known as an imperfect structure.
The more sophisticated method is a geometrically and materially nonlinear analysis of the imperfect structure (GMNIA).
Another limitation with ClassyFire lies on its heavy dependence on predefined chemical patterns that use imperfect structure representation formats.
The points of onset of gasification were discussed in a multi-walled carbon nanotube which has an imperfect structure.
Moreover, the existence of those defects results in the formation of subsurface imperfect structure in which the residual stress is stockpiled.
Although applied to the case of woven textile forming, the stochastic scheme presented in this paper is general and can be applied to any material system with imperfect structure.
The rather low IPCE in this simple cell structure compared to the state-of-the-art devices, e.g., [21], may be due to the imperfect structure of spray-deposited PCBM, leading to insufficient charge collection at the electrode/ETM and perovskite/ETM interfaces.
For this purpose, the concept of an initial "imperfect" structure is introduced involving not only geometric deviations of the shell structure from its perfect geometry but also a spatial variability of the modulus of elasticity as well as of the thickness of the shell.
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