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Parametric relations, in terms of geometric and material parameters representing constituents of the TBC, are developed in this paper for critical stresses and energies causing buckling and debonding initiated instabilities.
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In the present work an analogy between cross sectional geometrical properties, representing macrostructure, and a material length parameter, representing microstructure, is presented.
Secondly, an axially loaded thin flat plate (i.e. with no pretwist) is studied with strain gradient elasticity theory incorporating only one material length parameter representing the microstructure, in addition to the two classical Lamé stiffness constants.
Results are presented in terms of three composite dimensionless parameters representing the geometrical and material parameters of the system.
The damage mechanics based model uses empirical material parameters to represent orthotropic damage evolution.
We observe that parameters representing distribution means are more sensitive than parameters representing variances.
For all sizes the results are very similar which indicates that the computed parameters represent geometry independent material properties.
Kinetic parameters represent timers for cellular behaviors (supplementary material Table S2).
The authors have analyzed the susceptibility of metallic materials to cyclic strain hardening depending on both their microphysical characteristics and macrophysical parameters represented by standard mechanical characteristics.
The error bars of parameters represent the monthly variation ranges from 1993 to 2010.
Individual parameters represent the mean ± SEM.
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