Examples of using Element method in English and their translations into Portuguese
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This work presents a new technique of the boundary element method that can be used to simulate both direct and inverse problems.
Concerning numerical simulation, two techniques were performed: finite element method(fem) and chain matrix method cmm.
This work presents a static formulation of the boundary element method for problems of isotropic and orthotropic plates at bending through reissner
The 3d visualization of finite element method(fem) simulations is still a limited experience due to the lack of realism of 3d monitors available.
The use of numerical methods such as finite element method(fem) has been shown to be essential for providing lower cost and development time for new products.
Finite element method was also used to identify how debonding efforts act on enamel surface.
The boundary element method(bem) is a computational method for differential equations solutions,
This work addresses the application of the generalized finite element method(gfem) to laminated plates.
is used finite element method as a tool for the structural calculation.
Initially, it is presented a stabilized finite element method formulation to solve fluid flow problems governed by the incompressible navier-stokes equations.
We have modelled 2d magnetotelluric using the edge finite element method by formulating the problem in terms of primary and secondary fields.
Using the 3d finite element method, the stresses and displacement on the screws,
A total lagrangian finite element method formulation is developed for the dynamic analysis of plane frame structures
The first uses the discretization technique finite element method, which determines the rigidity and mass matrices of the structure.
Using a 2d simulation tool based on finite element method, computational simulations were performed in order obtain the distribution of magnetic induction in radial direction of the toroidal core.
This work associate to finite element method a vector hysteresis model for characterizing the nonlinearity of ferromagnetic materials.
In heterogeneous domains, the constrained natural element method(c-nem) is used in the solution for the treatment of discontinuities.
This thesis proposes an isogeometric boundary element method accelerated by the adaptive cross approximation.
By treating influence matrices of the boundary element method as hierarchical matrices
The numerical stage involved the use of finite element method to implement the mathematical model in matlab computing environment.