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Some numerical simulations have verified that the numerical conclusions are accordant with theoretical ones.
This actually conforms to those experimental results [12,13], but in contradiction to some previous numerical conclusions [24,25].
Comparing the numerical conclusions of the classical FDCN scheme with the OFDCNI scheme summarized the following conclusions.
In the following, we offer some numerical simulations for confirming that the numerical conclusions are accordant with theoretical ones and validating the feasibility and efficiency of the optimized SPDMFE extrapolation approach for finding numerical solutions of 2DVWE.
In Section 5, we adopt some numerical simulations to verify that the numerical conclusions are accordant with theoretical ones, validating the feasibility and efficiency of the optimized SPDMFE extrapolation approach for finding the numerical solutions of 2DVWE.
We have to acknowledge that there is a danger of focusing more on how to calculate and present numerical conclusions about risk, while ignoring our ignorance of other aspects of decision-making.
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The method and numerical conclusion provided in this paper should of great value to engineers dealing with composite sandwich structures.
Applying the best of the obtained trade-off coefficients in an LQR stochastic approach allows us not only to produce a larger amount of energy, but also to obtain a better stability; moreover, the torque variations were extremely reduced and the numerical conclusion showed the desired ability and application of this method.
It is shown that the numerical computational conclusions are accorded with the theoretical cases since the numerical and theoretical errors both do not exceed (4times10^{-2} 4times10^{-2}
The error curves for the SFVE solutions also expressed that these numerical simulating conclusions were in agreement with those theoretical ones because no error was greater than 10−4.
The numerical results, conclusion and references are presented in Section 6.
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