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Abstract Resumen: En la actualidad, el mundo de la educación superior presenta diferentes cambios e innovaciones, que responden a un proceso de globalización [...]

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RESUMEN La caries dental y las enfermedades periodontales son consideradas un grave problema de salud pública por su gran magnitud y graves repercusiones físicas, [...]

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Resumen Con el objetivo de diseñar un Programa educativo de atención domiciliaria en cuidados paliativos dirigidos al cuidador informal de enfermos en estado [...]

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  Con el objetivo de determinar la frecuencia de conductas saludables en una institución de la tercera etapa de la escuela básica en el Municipio Iribarren, [...]

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The article refers to the role of the University, and particularly public universities, in the professional guidance of the public in the broadest sense of the term and, namely, [...]

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This work proposes a fully Lagrangian formulation for the numerical modeling of free-surface particle-laden flows. The fluid phase is solved using the particle finite element [...]

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In this work a reduced order model based on adaptive finite element meshes and a correction term obtained by using an artificial neural network (FAN-ROM) is presented. The [...]

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A numerical approximation for the one-dimensional Burgers equation is proposed by means of the orthogonal subgrid scales–variational multiscale (OSGS-VMS) method. We [...]

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Abstract Numerical simulations have proved that Variational Multiscale Methods (VMM) perform well as pure numerical large eddy simulation (LES) models. In this paper we focus [...]

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The algorithm introduced in Part I of this paper is applied in its explicit form to a variety of problems in order to demonstrate its wide range of applicability and excellent [...]

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The present article is the review of an investigation that had as objective to develop an Educational Robotics Program to improve the significant learning of the Area of ​​Science [...]

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The objective of this study was to determine patterns of drug use in subjects held in a penitentiary in Lima. It is a descriptive cross-sectional study and the sample consisted [...]

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At present, there is a discussion in Mexico about working with diversity focusing on inclusive education. However, there is a question upon how is it being implemented. From [...]

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In the world today there is an increase in various financial and credit products, these raise the need of people to acquire knowledge in basic financial concepts which will [...]

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There is a paradigm shift in higher education with the shift from the information society to the knowledge society and the measurement of its performance globally. Priority [...]

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This research seeks to identify the relationship between the disposition to learn and democratic coexistence in students  of schools that implement "Comunidades [...]

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The present investigation seeks to determine the scholastic failure in secondary education in Peru between the years 2005-2010 and to identify the factors associated with [...]

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What is presented below is part of an investigation entitled “The potential of secular education in primary school” (2010, ISCEEM, Toluca, Mexico) based on the [...]

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The purpose of the research was to obtain a better understanding of the processes of school self-evaluation. To this end, an attempt was made to understand the experiences [...]

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The main objective of the study was to demonstrate the influence of language games on the development of communication skills of children of five years of initial education. [...]

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This article is about faith and religious beliefs, their meaning and the rational possibility of religious fact. Arguments are raised and discussed for and against the act [...]

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The experience of a reading project addressed to seventh grade students of a school of the Department of Education of Puerto Rico during the years 2013-2015 is presented. [...]

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The article proposes a guide for the study of the poem Dos milagros, by José Martí, from an integrating perspective, in the combination of some of the known [...]

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This article reflects on the concept of happiness throughout history, and its relationship with the three reference points of classical philosophy: the truth, the goodness [...]

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Nowadays, schools speak a lot about comprehensive training in human being, these philosophies are based on humanistic concepts. Although, they move away from the institutional [...]

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Para analizar las interacciones de los niños y adolescentes que trabajan en las calles de Xalapa, Veracruz, México, desde una perspectiva sociológica, [...]

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The configuration of education as a right and value in today's society is related to the creation and  development  of  primary  schools  during  [...]

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This article is born from a project linked to the research line Educational Practices, Culture, Diversity and Inclusion, carried out by the Pro-Rectory ofResearch and Postgraduate [...]

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This work investigates the failure patterns of ice cakes and floe-icewhen loaded by amoving and sloping structure (ice-breaking ships and cones). In the paper, we introduce [...]

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Introduction: The pharmacological management of the elderly is not only a challenge for the doctor but also for the patient. These patients present physiological changes that [...]

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Numerical solution strategies for the Stokes eigenvalue problem based on the use of penalty formulations are investigated in this study. It is shown that the penalty method [...]

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The log-conformation reformulation, originally proposed by Fattal and Kupferman (2004), allows computing incompressible viscoelastic problems with high Weissenberg numbers [...]

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In this paper, we propose and analyze the stability and the dissipative structure of a new dynamic term-by-term stabilized finite element formulation for [...]

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In this article we analyse a stabilized finite element formulation recently proposed to approximate viscoelastic fluid flows. The formulation has shown to have accuracy and [...]

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In this work we solve the compressible Navier–Stokes equations written in primitive variables in order to simulate low Mach number aeroacoustic [...]

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A sibilant fricative /s/ is generated when the turbulent jet in the narrow channel between the tongue blade and the hard palate is deflected downwards through the space between [...]

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Purpose This paper aims to present a finite element formulation to approximate systems of reaction–diffusion–advection equations, focusing on cases with nonlinear [...]

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In this work, a variational multiscale finite element formulation is used to approximate numerically the lid-driven cavity flow problem for high Reynolds numbers. For Newtonian [...]

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This work analyzes some aspects of the hp convergence of stabilized finite element methods for the convection-diffusion equation when diffusion is small. The methods [...]

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This article investigates an explicit a-posteriori error estimator for the finite element approximation of the compressible Navier–Stokes equations. [...]

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The high computational cost of solving numerically the fully compressible Navier–Stokes equations, together with the poor performance of most numerical formulations [...]

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In this work, we present a computational approach for the numerical simulation of thermal radiation. Radiation is modeled by solving a set of two coupled partial [...]

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A numerical approximation for the one‐dimensional Burgers equation is proposed by means of the orthogonal subgrid scales–variational multiscale (OSGS‐VMS) method. [...]

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In this work we present a general error estimator for the finite element solution of solid mechanics problems based on the Variational Multiscale method. [...]

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The need for remeshing when computing flow problems in domains suffering large deformations has motivated the implementation of a tool that allows the proper transmission [...]

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In this paper we present the numerical analysis of a three-field stabilized finite element formulation recently proposed to approximate viscoelastic flows. The three-field [...]

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In this work we present a Fixed-Mesh ALE method for the numerical simulation of free surface flows capable of using an adaptive finite element mesh covering a background [...]

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In this paper, a three-field finite element stabilized formulation for the incompressible viscoelastic fluid flow problem is tested numerically. Starting from a residual based [...]

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In this work, we design an explicit time-stepping solver for the simulation of the incompressible turbulent flow through the combination of VMS methods and artificial compressibility. [...]

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The acoustic perturbation equations (APE) are suitable to predict aerodynamic noise in the presence of a non‐uniform mean flow. As for any hybrid computational aeroacoustics [...]

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In this paper, the stabilized finite element approximation of the Stokes eigenvalue problems is considered for both the two-field (displacement–pressure) [...]

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Purpose The purpose of this paper is to apply the variational multi-scale framework to the finite element approximation of the compressible Navier-Stokes equations written [...]

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The computation of flow-induced noise at low Mach numbers usually relies on a two-step hybrid methodolgy. In the first step, an incompressible fluid dynamics simulation (CFD) [...]

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Working with the wave equation in mixed rather than irreducible form allows one to directly account for both, the acoustic pressure field and the acoustic particle velocity [...]

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The numerical simulation of complex flows has been a subject of intense research in the last years with important industrial applications in many fields. In this paper we [...]

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In this paper we analyze time marching schemes for the wave equation in mixed form. The problem is discretized in space using stabilized finite elements. On the one hand, [...]

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Perspectiva de Transformación Social en la Educación y la Empresa son los temas centrales del volumen 3 de la colección: investigación en educación, [...]

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We propose a full Eulerian framework for solving fluid‐structure interaction (FSI) problems based on a unified formulation in which the FSIs are modelled by introducing [...]

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The nonlinear and unsteady dynamics of the edge waves is discussed. Two physical processes: dispersive focusing and nonlinear modulational instability, are studied. Both mechanisms [...]

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In this work, we propose a method to prescribe essential boundary conditions in the finite element approximation of elliptic problems when the boundary of the computational [...]

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In this paper, we describe a numerical model to simulate the evolution in time of the hydrodynamics of water storage tanks, with particular emphasis on the time evolution [...]

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In this work, we analyze a recently proposed stabilized finite element formulation for the approximation of the resistive magnetohydrodynamics equations. The novelty of this [...]

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Purpose – The purpose of this paper is to present a finite element approximation of the low Mach number equations coupled with radiative equations to account for radiative [...]

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In this paper, three different fractional step methods are designed for the three-field viscoelastic flow problem, whose variables are velocity, pressure and [...]

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In this work we study the performance of some variational multiscale models (VMS) in the large eddy simulation (LES) of turbulent flows. We consider VMS models obtained by [...]

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In this work we present a numerical model for the estimation of atmospheric seeing in observation sites. The particularity of the method is that it is based on a Variational [...]

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In this paper, three-field finite element stabilized formulations are proposed for the numerical solution of incompressible viscoelastic flows. These methods allow one to [...]

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The three-field (stress–velocity–pressure) mixed formulation of the incompressible Navier–Stokes problem can lead to two different types of numerical instabilities. [...]

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In this paper we propose two stabilized finite element methods for different functional frameworks of the wave equation in mixed form. These stabilized finite element [...]

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Objective: In this article we study the approximation to thermal turbulence from a strictly numerical point of view, without the use of any physical model. The main goal is [...]

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In this paper we develop numerical approximations of the wave equation in mixed form supplemented with non-reflecting boundary conditions (NRBCs) of Sommerfeld-type on artificial [...]

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In this article, we analyse several discontinuous Galerkin (DG) methods for the Stokes problem under minimal regularity on the solution. We assume that the velocity u belongs [...]

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The objective of this paper is to present a new framework for the design of discontinuous Galerkin (dG) methods for elliptic problems. The idea is to start from a hybrid formulation [...]

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This paper presents advancements toward a monolithic solution procedure and anisotropic mesh adaptation for the numerical solution of fluid–structure interaction with [...]

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This paper presents a monolithic formulation framework combined with an anisotropic mesh adaptation for fluid–structure interaction (FSI) applications with complex geometry. [...]

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In this paper, we apply the variational multiscale method with subgrid scales on the element boundaries to the problem of solving the Helmholtz equation with low‐order finite [...]

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In this work, we propose a new stabilized finite element formulation for the approximation of the resistive magnetohydrodynamics equations. The novelty of this [...]

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In this paper, we propose a way to weakly prescribe Dirichlet boundary conditions in embedded finite element meshes. The key feature of the method is that the algorithmic [...]

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In this work we explore a velocity correction method that introduces the splitting at the discrete level. In order to do so, the algebraic continuity equation is transformed [...]

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 A new mixed finite element approximation of Maxwell's problem is proposed, its main features being that it is based on a novel augmented formulation of the continuous [...]

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In this work we propose stabilized finite element methods for Stokesʼ, Maxwellʼs and Darcyʼs problems that accommodate any interpolation of velocities and pressures. We [...]

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Continuous Galerkin formulations are appealing due to their low computational cost, whereas discontinuous Galerkin formulation facilitate adaptative mesh refinement and are [...]

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In this paper, we propose a method to solve the problem of floating solids using always a background mesh for the spatial discretization of the fluid domain. The main feature [...]

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In this work we propose a variational multiscale finite element approximation of thermally coupled low speed flows. The physical model is described by the low Mach number [...]

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Terms involving jumps of stresses on boundaries are proposed for the finite element approximation of the Stokes problem and the linear elasticity equations. These terms are [...]

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  In this work we present the progress in the development of an algorithm for the simulation of thermal fluid–structural coupling in a tunnel fire. The coupling [...]

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The simulation of low Froude number mould filling problems on fixed meshes presents significant difficulties. As the Froude number decreases, the coupling between the position [...]