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A Galerkin method solution is also derived for comparison and for validation of the formulations presented.
For the impulse response functions of the beam and stop required by the analysis procedure, an analytic solution is used for the beam and a finite element method solution is used for the stop.
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For the relatively simple offline scenario, the IDVD-method solution is compared with the Legendre Gauss Lobatto pseudo-spectral (LGLPS) method solution.
The lattice Boltzmann method solutions were compared with analytical results.
Table 1 shows the numerical results for various number of meshes, and present method solutions are compared with the results in Refs. [28] and [30].
The properties of the standard interval arithmetic, the interval Taylor expansion, the convex models and the Monte Carlo Method solutions are investigated and compared.
It is shown that for higher values of α and H2, the respective third- and fourth-order OHAM and optimal homotopy analysis method solutions are more accurate than the 20th-order HAM solutions.
Based on the Sneddon and Muki solutions and a transfer matrix method, solutions are presented for elastostatic problems in multilayered elastic materials subject to both external and internal loading.
The used method of solution is the differential quadrature method (DQM).
This method of solution is demonstrated on the real problem.
Therefore, a method for solution is proposed in this study in order to improve the situation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com