Examples of using Numerical solution in English and their translations into Portuguese
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Through the numerical solution of the equations that govern the main phenomena involved in the nanoparticles synthesis and depos.
what first comes to mind are numerical solution techniques, mathematical models, etc.
We also perform a series of molecular dynamics simulations and numerical solution of the vlasov equation,
Focus is given to the mathematical formulation of these phenomena and numerical solution of its basic equations.
The matric potential profile generated by the heuristic solution is close to the numerical solution.
Based on the studies found in the currently literature of multibody-systems, a numerical solution methodology for has been set. during the work, the need to repre.
proof of decay exponentially the numerical solution.
In this paper we evaluate the combination of two methods for numerical solution of the equations governing the universe of electric,
since this method is widely employee for numerical solution of hyperbolic problems.
which are described by partial differential equations, whose numerical solution requires the use of computer codes.
In this work a new numerical solution for the acoustic wave equation based on the combination of the symplectic integrators
Initially is obtained the 1d-transient analytical solution using green's function, and numerical solution using nite volume method
Vam helps the numerical solution of this kind of problem by transporting the molecular properties of the smaller length scales to the project scale,
is a powerful technique originally developed for numerical solution of complex problems in structural mechanics,
The adaptation of the model consisted of the numerical solution of the differential equations of streeter-phelps,
The mathematical model and numerical solution was implemented in amr3d code,
New models are being developed through usage of new numerical solution techniques, new geometric descriptions
It is an eulerian model that produces a numerical solution of the advection-diffusion equation.
This method uses a numerical solution to the electromagnetic problem, which was developed
the most dynamic optimization problems is highly nonlinear and requires a numerical solution approach for obtaining the profile of the control variable.