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The direct deformation and the sensitivity deformation problems are implemented using the finite element method.
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This poor performance has been attributed to more sensitivity to deformation of advanced strands.
Although OT is not affected by the ambiguous nature of the interferometric approaches, it has the disadvantage of low sensitivity to deformation and the coarse accuracy.
The tests of the three types of IPMC showed that the sensitivity of deformation depended on the condition of material processing and solvent in IPMC.
Systematic experiments have been performed to investigate the rate sensitivity of deformation in fully dense nanocrystalline Ni using two different experimental techniques: depth-sensing indentation and tensile testing.
Kumar et al. [13] and Meyers et al. [14] remarked that no clear trends could be established on the effects of strain rate on tensile strain to failure as the mechanisms underlying the unusual rate sensitivity of deformation of nanocrystalline metals and alloys are not fully understood at this time, i.e. there are conflicting results in the literature on strain rate sensitivity.
It can be concluded, in line with Meyers et al. [14], that grain size, grain shape, strain rate sensitivity and deformation mechanisms are connected, and it is possible through the manipulation of the nanostructure to increase deviation from spherical shapes and mechanical properties.
With the aid of a well-known forging analysis code Deform-3D®, deformation sensitivity has been obtained numerically from a pair of deformation process analyses with an original workpiece and an offset workpiece.
Thus the sensitivity to deformations can be directly evaluated.
Beyond pressure-sensitivity, plastic deformation of glassy polymers exhibits intrinsic softening followed by progressive rehardening at large strains.
The sensitivity of the deformation of the cellular free surface to the elasticity of the cytoplasm and nucleus was evaluated.
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