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Since detection delivers a scalar factor for the opening-ratio in facades only and lacks information on individual sizes and window positions, the impact of randomly generated samples of openings in facades on the maximum strains is analyzed in numerical simulation.
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The positions of the maximum strains are indicated by white circles in Figs. 8 and 9.
The maximum strains were restricted to the area between the two horizontal lines shown in Fig. 4 d.
The maximum strain is given as ln(Ao/Af) ∼ 0.88 in the case of forward extrusion.
The resulting maximum strain is found from Hooke's law: 283.5 × 106 = 36.9 × 109 ε, where ε is the strain.
The stress releases with cyclic even if the maximum strain is constant.
A notable phenomenon found in this research is that the maximum strain is independent of the dimension of the beam.
However the maximum strain is decreased when the clay content is increased in the composite in comparison to pristine BC.
The maximum strain is five times larger than the one of actuators prepared only with carbon nanotubes.
The blade can be solid or hollow; in the latter case, s is calculated to ensure that the allowable maximum strain is not exceeded.
A reference 2D FE (finite element) model of the 1-step stamping is established, and the corresponding maximum strain is obtained.
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