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To verify this method, simulations and experiments are performed.
6-DOF (degrees of freedom) stiffness equations for cartwheel flexure are derived and verified by comparing the model's predictions with FEM (finite element method) simulations and experiments.
The structure is investigated theoretically using finite element method simulations and experimentally by measuring the amplitude and phase of the S-parameters.
Finite difference method simulations and refractive index/curve fitting are used to observe a moderate normal dispersion of the waveguides at 1550 nm.
In this work, the analyte transport and equilibrium time of open-ended, flow-through porous membranes were investigated via finite element method simulations and compared to conventional closed-ended, flow-over porous sensors.
The computational model, developed for the composite bridge dynamic analysis, adopted the usual mesh refinement techniques present in finite element method simulations, and was implemented in the ANSYS program.
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Our results are confirmed by finite-element method simulation and experiment.
To validate the efficiency of the proposed method, simulation and experimental results are represented in this paper.
The results of the analysis are obtained by the finite element method simulation and are verified experimentally as well.
To optimize the conceptual design, various possible strain distributions are examined using a finite element method simulation and experimental design and analysis.
By using the proposed method, simulation and experimental results for a desktop three-axis machine show a significant performance improvement in terms of the contour error.
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