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Figure 2 FEM simulation with APT and simulated data of the lower QD.
Finite element method (FEM) simulation was conducted to verify the slithering locomotion mechanism, and good agreement was found between the FEM simulation results and theoretical predictions.
FEM simulation of tetrapod test in tension with fixed boundary conditions.
H.Z.: Performed the FEM simulation and N.J.H.: Carried out the Monte-Carlo simulations.
FEM simulation of tetrapod test in compression with fixed boundary conditions.
FEM simulation of tetrapod test in compression with sliding boundary conditions.
FEM simulation of tetrapod test in tension with sliding boundary conditions.
(e) FEM simulation derived curve (blue) and the analytical one (red) determined from the buckling-hinge model are reported.
Experimental results (dots), buckling-hinge model fitted on experimental data (red line) and FEM simulation (blue line) are reported.
The release response to the different micro-geometry was prominent and further analyzed by FEM simulation.
Here, we interpret our FEM simulation results in the context of near-field enhancement mechanism, although the existence of a PIRET mechanism is also plausible.
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