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The GH shift is calculated by stationary phase method and verified by finite-element method (FEM).
The statistics of the parameters are estimated by the perturbation method and verified by Monte Carlo technique.
In Section 4 we tested the method and verified the resulting collimators with Monte-Carlo raytracing using the software package LightTools.
The achievement of consistent pressure and the distributions of the cell temperature have been analyzed by the finite element method and verified by the experimental data.
The effect of electrode structure and position on the enhancement of sensitivity are also numerically simulated by a finite element method and verified experimentally.
The critical loads of pin-ended and fix-ended CSBRBs are then obtained based on the equilibrium method and verified by finite element (FE) elastic buckling analysis, respectively.
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Section 3 illustrates the principle of the EMD method and verifies the accuracy of the algorithm.
Finally, a simulation study clarifies the proposed method and verifies its efficiency.
Finally, taking all these relationship models into account, this paper proposes a watermarking payload estimation method and verifies its effectiveness through experiments.
In this section, we present a numerical experiment to assess the practical performance of the proposed method and verify the theoretical analysis.
Finally, taking into account of all these relationship models, this paper proposes the watermarking payload estimation method and verifies its effectiveness through experiments.
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