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The results are compared with the numerical solution obtained by finite elements method (FEM).
To corroborate the design, the gripper mechanism has been modeled by finite elements method with different mesh elements via the simulator CASTEM 2000™.
The design and analysis work is accomplished by finite elements method (FEM), and verified by a scanning laser Doppler vibrometer after the fabrication of a prototype.
Numerical results obtained by Finite Elements Method, are in good agreement with the theoretical results for weak crack densities but show the additional effect of cracks interaction for higher densities.
The resulting (semi- analytical esemi- analyticalomparestimationsicaresimulations by Finite Elements Method (FEM) on 2-phase and 3-phase 3D numericomparedles, and to Mori-Tanumericalmationsimulationsphase case.
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Spatial discretization is carried out by finite element method.
Simulation and optimization is performed by finite element method.
Numerical results are obtained by finite element method.
The pull-out test is simulated by Finite Element Method.
The theoretical model is verified by finite element method (FEM).
Modal shapes are analyzed by finite element method (ANSYS).
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