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For the calculations a numerical methodology based on linear elastic finite element analysis is used.
A numerical methodology based on a Multi Material Shell approximation is proposed to simulate fracture of triaxial braided composites.
This paper presents a numerical methodology based on Euler-Bernoulli theory to simulate the steel, reinforced concrete and composite structures 2D nonlinear behavior.
The proposed numerical methodology, based on linear structural analyses, is computationally inexpensive if compared to the VCCT and CZM based numerical techniques, hence, it appears to be particularly suitable for the preliminary design phase of complex structure.
A numerical methodology based on dual grid dual level set function is presented for simulating 2D multiphase flows through complex geometries on a non-body fitted Cartesian computational grid.
For this purpose, a numerical methodology based on a shear-induced particle migration model (Sim) and the finite element method is presented and validated against analytical results and experimental data.
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The numerical methodology is based on the mesoscopic lattice Boltzmann method.
The numerical methodology is based on the Abaqus/Explicit software where the ability to implement additional damage and failure models through user subroutines is used to extend the capabilities of the numerical framework.
The methodology based on numerical methods in mechanistic reaction kinetics as well as for fluid phase thermodynamics applying equations of state is well established.
This paper presents a methodology based on numerical optimization techniques for simultaneously optimizing design parameters of a two-link planar rigid manipulator and a nonlinear gain PD controller designed for performing multiple tasks.
Therefore we propose here a methodology based on a numerical approach.
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