Examples of using Numerical method in English and their translations into Portuguese
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The BEM is a numerical method accurate for solving fracture problems.
These properties were calculated using the numerical method of finite field.
Otherwise, the numerical method returns significantly less accurate results.
Excellent agreement is observed,which validates the developed numerical method.
Otherwise, the numerical method returns significantly less accurate results.
For the simulation was developed a program in matlab,using the iterative numerical method.
The model is solved by a numerical method known as flux corrected transport fct.
This wave field is subsequently used to initialize any other numerical method.
The model implemented in the finite volume numerical method employed the k- ε turbulence model.
This numerical method presents a mesh dimensionality reduction, which makes easier the modelling of cracks surfaces.
The equation systems was solved using a low order numerical method of runge kutta.
It also presents a numerical method which is a variation of the newton¿s method  for solving nonlinear systems.
To solve the system of hyperbolic equations the fct(flux-corrected transport) numerical method was used.
Verlet integration(French pronunciation:)is a numerical method used to integrate Newton's equations of motion.
This numerical method is associated with problems of initial and boundary conditions for(evolutionary) partial differential equations.
We introduce the mathematical formulation and the development of the numerical method, for the multiphase flow problem.
In this study, it was applied the numerical method, grid-free, based on particles named sph smoothed particles hydrodynamics.
Such problem is highly used as benchmark,aiming the validation of the numerical method used to develop the research.
This paper uses a numerical method for the simultaneous adjustment of the viscous-cohesive parameters.
In this context,the main challenge of this work is to solve both problems with the same numerical method employing the same computational mesh.
The numerical method was developed using finite difference equations being discretized by central differences in co-located mesh.
A reliable estimate of the approximation error of this numerical method is necessary to guide properly an adaptive process.
The numerical method used to solve the set of conservation equations is the finite volume method  with the cartesian coordinate system.
The results obtained from performance tests reveal a scalable and numerical method that requires little level of communication amount processors.
The numerical method developed in this work fully agrees with the results obtained by using hfss this one is based on the finite element method. .
The proposed methodology consists in evaluate the displacement field using optical flow techniques andthen apply an inverse analysis using a numerical method.
This work presents a rigorous numerical method to find equilibrium solutions to partial differential equations using chebyshev basis.
In this dissertation, it will be used the open string eld theory to study sen's conjecture.we will calculate the tachyon potential through the numerical method known as the level truncation.
Mathematics: Numerical method solutions for partial differential equations; Iterative Krylov subspace methods;  Multigrid technique.
In the method, we calculate the equations from the numerical method of kansas, where he takes a radial basis function(rbf) that will calculate the matrix from which we arrive at the analytical solution.