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The paper presents the analytical theory and compares its predictions with numerical and experimental results.
The validity of the analytical solution is verified by comparing its predictions with numerical results from a finite element analysis.
In order to compare theoretical predictions with numerical results, we build a q vector based on spatial characteristics of 1-D network.
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The comparison of the analytical predictions with nonlinear numerical analysis results is very satisfactory.
Comparisons between the present predictions with other numerical and analytical predictions and available experimental data are conducted to assess the potential of the present framework.
The comparison of predictions with other numerical models and experimental data show that the validity of the present model for describing wave propagation over a rapidly varying seabed is satisfactory.
The analysis is carried out by comparing the analytical predictions of the criterion with numerical predictions obtained with a continuation/optimization algorithm.
On the basis of the results, most of the models developed using genetic programming show very good prediction with the numerical results.
The accuracy and reliability of the proposed method is verified by comparing its numerical predictions with those of other available numerical approaches.
We confirm these predictions with model-based numerical simulations.
Spectrophotometric measurements are in rather good agreement with numerical predictions.
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