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Moreover, HPM in comparison with other traditional analytical methods (e.g. perturbation methods) has excellent accuracy for the whole range of oscillation amplitude and initial conditions.
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These methods have excellent performance in reducing the dependence on wide area synchronous sampling, improving the sensitivity of backup protection.
RSD values found were well with the acceptable range indicating that these methods have excellent repeatability and reproducibility in the current experimental condition.
It is shown that Durbin, Crump, D'Amore, Fixed-Talbot, Gaver–Whyn Rho (GWR), and Direct Integration methods have excellent performance and produce good results when applied to the same problems.
Flat glass produced by the float method has excellent thickness control and strength.
Thus, the aerosol deposition method has excellent advantages.
Numerical experiments have demonstrated that the proposed method has excellent computational efficiency and satisfactory identification performance.
The waveguide method has excellent repeatability as indicated by low relative standard deviation (RS D< 4.88%).
Additionally, the method has excellent specificity, satisfactory reproducibility and stability as well as acceptable reliability.
This method has excellent potential for producing porous titanium structures for hard tissue engineering applications.
The findings show that proposed method has excellent agreement with the experimental database.
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