Examples of using Computational implementation in English and their translations into Portuguese
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Computational implementation of a new matricial method for phase determination in….
This data analysis relies on the computational implementation of the analysis of variance anova.
The computational implementation was carried out into anlog system based on the finite element method displacement formulation.
The GENMOD procedure of SAS version 9 was used for the computational implementation of these models.
To verify hypotheses, computational implementations are used through the gnu radio and matlab respectively.
Further details on the used finite elements and the computational implementation can be found in Pierin.
Computational implementation phase we used the matlab programming language, with general concepts of object-oriented programming.
We develop the whole modeling of the problem as well as the computational implementation of the optimization method to solve it.
Results from the numerical simulation of conventional triaxial test, following different stress path,have confirmed the computational implementation.
Also, a new computational implementation of ade-pml(auxiliary dierential equation- perfectly matched layer) to truncate the method meshless rpim is presented.
This object of study makes up the essential theoretical framework for a reflection on computational implementations and for the automation of an architectural project.
We accomplished its computational implementation and we propose new strategies of search and updating rule for the step-length control parameter. we also propose a new pattern of search directions.
This analysis requires theoretical elements such as the inter-network distance[2] and the computational implementation of the renumbering method of nodes through monte carlo3.
Because they are simple,easy to computational implementation and generate complex and interesting results, that can describe, for example, emergence of complexity and temporal space patterns.
Due to the simplicity of the physical basis of its formulation,the method presentes easy computational implementation when compared to the other controlled source electromagnetic methods.
In this work, we present a complete computational implementation(in maple) for the results developed, in the context of darbouxian methods, for dealing with 3d systems of first order ordinary differential equations.
These facts have made the theorem difficult to understand, and challenging to apply in a practical way-until recently,when computational implementations became available Egri-Nagy& Nehaniv 2005, 2008.
In this work the development of algorithms and their computational implementations are proposed, with the aim at performing analyses of dna sequences by use of bch codes.
Â- This course focuses on the study of the theory and methods for solving nonlinear optimization problems,emphasizing the theoretical analysis, computational implementation, and experimental evaluation of the algorithms studied.
This work presents a theoretical analysis and computational implementation of a specialized scatter search algorithm to solve the static transmission network expansion planning(tnep) problem of electric power systems.
Furthermore, a spectral method together with fourier-galerkin approximations allow us to conclude the existence and the stabilization of solutionsfor the discretized problem, as ilustrated by the computational implementation of the results.
Concerning the determination of its parameters, the theory and the computational implementation of the heuristic method known as¿shuffled frog leaping algorithm(sfla)¿have been addressed.
The computational implementation is made using the graphics capabilities of dynamic geometry program geogebra©(www. geogebra. org) and graphics package asymptote©(asymptote. sourceforge. net) both free gnu lesser general public lice.
The dimensioning routines, comprised of a simplified approach, andof an fem approach, were analysed through a computational implementation, aiming at the evaluation of the accuracy of the results obtained through the simplified approach, and by the more sophisticated method.
The development of density functional theory(dft) has been focused primarily on two main pillars:(1) the pursuit of more accurate exchange-correlation(xc) density functionals;(2)the feasibility of computational implementation when dealing with many-body systems.
Thus, this work focused on developing and computational implementation of a positional finite element of laminated plane frame whose kinematics is described throughout the thickness of the laminate according to layerwise theory.
As an application we discuss a fractional differential equation associated with the slowing-down of neutrons using laplace and fourier transforms.with the help of a convenient computational implementation we obtain graphs of the solutions of this equation.
The project considers the theoretical analysis,formulation and computational implementation of the metaheuristic called the biased random-key genetic algorithm applied to the problem of allocation of capacitor banks in electric power distribution systems.
This work is dedicated to computational implementation and numerical study of viscoelastic materials applied as surface viscoelastic treatments by constraining layers in order to increase the fatigue life of engineering structures subjected to stationary and gaussian random excitations.
In the following, we present in detail how this process is performed,and discuss the computational implementation of this feature, which it was evaluated successfully in applications such as network evolution of electricity distribution, evolution of the dengue disease in fortaleza(epidemic processes) and monitoring a fleet vehicles.