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It has been clearly shown in this research that the mechanical behavior of crimped composite insulators can be evaluated by performing finite element computations considering the actual crimping deformations and the geometrical and physical properties of the insulator end.
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Computations consider the pressure-corrector PISO method.
We review the field of Optical Quantum Computation, considering the various implementations that have been proposed and the experimental progress that has been made toward realizing them.
We are using triangular shapes due to the ease of computation considering the limited processing power available on the sensor devices.
In order to develop a general expression for efficient metric computation, consider the binary sparsity vector obtained at the (p−1 -th iteration: ({mathbf {d}}^{(p−1 -thast }).
The computation considers the cases in which either one of the roots is deleted, and the case where the roots are aligned to each other.
The computational complexity of the SSD algorithm is of O((M+1 N 2), which is obtained by ignoring the insignificant computations and considering the number of iterations needed for performing line 9. Step 3) Subchannel Allocation (SA).
In the computations considered in this paper, the traction current is assumed to be taken to trains from only one station in a railway section.
The computations considered K values ranging between two and ten groups, and the optimal number of groups was assessed using the deltaK criterion (Evanno et al. 2005; Fig. S1).
The computations consider multi-component molecular transport and detailed chemical kinetics (19 species, 89 forward reactions) in the gas phase; semiempirically formulated vapor-liquid equilibrium with water vaporization/condensation at the liquid surface; and liquid species mass transfer and energy conservation in the liquid phase.
All computations were performed considering the experimental substrate uptake rates in order to account for the relative effect of substrate consumption for maintenance purposes.
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