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Numerical predictions show good agreements with both finite element method (FEM) and experiments.
The theoretical models are validated by both finite element method (FEM) simulation and experiments.
Both finite element method (FEM) simulation and theoretical model are employed to clarify the crawling mechanism and to achieve an optimal crawling performance.
We numerically investigate the dynamics of soliton propagation at 850 nm in chloroform filled liquid core photonic crystal fiber (LCPCF) by using both finite element method (FEM) and split step Fourier method (SSFM).
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Both finite element methods are combined with the Crank Nicolson scheme and the finite difference discretizations are coupled with explicit total variation diminishing Runge Kutta methods.
Nodal analyses are presented and compared to both Finite Element Methods simulations and Laser Doppler Vibrometer measurements, demonstrating an excellent agreement between the positions of the plate supports with those of the nodal lines of the specific mode, which ensures a quasi free free vibration.
It inherits the merits of both the finite element method and spline interpolation.
The mechatronic design and analysis of the RF MEMS switches are based on both the finite element method and the full-wave electromagnetic simulation.
The assessment based on both the finite element method analysis and on numerous experimental data obtained by LCF testing of two alloyed steels and two titanium alloys.
Both the finite element method and the back-propagation artificial neural network (ANN) method were used to investigate the effects of the geometrical parameters, such as overlap length, plate thickness and adhesive thickness; and the material composition variation through the plate thickness on the natural frequencies, mode shapes and modal strain energy of the adhesive joint.
When the relative longitudinal length of the defect (L/Rt) exceeds some critical value (around 1.5), the results from the net-section collapse criterion (NSC) are in reasonable agreement with the results from both the finite element method and the modified expression.
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