- A PIECEWISE LINEAR FINITE ELEMENT METHOD FOR THE BUCKLING AND THE VIBRATION PROBLEMS OF THIN
- Mathematical Models and Methods in Applied Sciences c World Scientific Publishing Company
- Numerical computation of elastoacoustic vibrations with interface damping
- A FICTITIOUS DOMAIN METHOD FOR THE NUMERICAL SIMULATION OF FLOWS PAST SAILS
- A hexahedral face element for elastoacoustic vibration problems Alfredo Bermudez and Pablo Gamallo
- Erwin Hernandez Enrique Otarola Rodolfo Rodriguez Frank Sanhueza
- An hexahedral face element for elastoacoustic vibration problems Alfredo Bermudez, Pablo Gamallo
- MATHEMATICS OF COMPUTATION Volume 00, Number 0, Pages 000000
- Fluid-structure acoustic interaction A. Bermudez1
- Equivalence between two finite element methods for the eddy current problem
- Numerical analysis of electric field formulations of the eddy current model
- MATHEMATICAL AND NUMERICAL ANALYSIS OF A TRANSIENT EDDY CURRENT PROBLEM ARISING FROM
- Perfectly Matched Layers for time-harmonic second order elliptic problems
- Finite element methods for 3D eddy current prob-lems in bounded domains subject to realistic
- C. R. Acad. Sci. Paris, t. 332, Serie I, p. 1??, 2001 -PXMA????.TEX -Analyse numerique/Numerical analysis
- Finite element analysis of a quadratic eigenvalue problem arising in dissipative acoustics
- Numerical analysis of a locking-free mixed finite element method for a bending moment formulation of Reissner-Mindlin plate model
- FINITE ELEMENT APPROXIMATION OF SPECTRAL PROBLEMS WITH NEUMANN BOUNDARY CONDITIONS ON
- Finite element computation of the vibrations of a plate-fluid system with interface damping
- Numerical solution of eddy current problems in bounded domains using realistic boundary
- AN EXACT BOUNDED PERFECTLY MATCHED LAYER FOR TIME-HARMONIC SCATTERING PROBLEMS
- Int. Conf. on Computational Methods for Coupled Problems in Science and Engineering COUPLED PROBLEMS 2009
- Series A: Mathematical Sciences, Vol. 13 (2006), 5871 Universidad Tecnica Federico Santa Maria
- Rodolfo Araya Gabriel R. Barrenechea Fabrice Jaillet Rodolfo Rodriguez
- ADAPTIVE MESH AND FINITE ELEMENT ANALYSIS OF COUPLED
- An hp finite element adaptive method to compute the vibration modes of a fluid-solid coupled system
- A FINITE ELEMENT METHOD FOR STIFFENED PLATES Ricardo Duran1
- MATHEMATICAL AND NUMERICAL ANALYSIS OF A TRANSIENT EDDY CURRENT AXISYMMETRIC PROBLEM
- Numerical analysis of a finite element method for the axisymmetric eddy current model of an induction furnace
- VALIDATION OF ACOUSTIC MODELS FOR TIME HARMONIC DISSIPATIVE SCATTERING PROBLEMS
- ANALYSIS OF THE A, V -A -POTENTIAL FORMULATION FOR THE EDDY CURRENT PROBLEM IN A BOUNDED DOMAIN.
- An adaptive stabilized finite element scheme for a water quality model
- Approximation of a structural acoustic vibration problem by hexahedral finite elements
- An adaptive stabilized finite element scheme for the advection-reaction-diffusion equation
- NUMERICAL TREATMENT OF REALISTIC BOUNDARY CONDITIONS FOR THE EDDY CURRENT PROBLEM IN AN
- A priori and a posteriori error analysis for a large-scale ocean circulation finite element
- A POSTERIORI ERROR ESTIMATES FOR THE FINITE ELEMENT APPROXIMATION OF EIGENVALUE PROBLEMS
- Finite element analysis of pressure formulation of the elastoacoustic problem
- Computation of the vibration modes of plates and shells by low-order MITC quadrilateral
- Finite element approximation of a displacement formulation for time-domain
- Efficient solution of fluid-structure vibration problems Mario Mellado and Rodolfo Rodriguez 1
- Finite Element Computation of Three Dimensional Elastoacoustic Vibrations Alfredo Bermudez1, Luis Hervella-Nieto1 and Rodolfo Rodriguez2
- Perfectly Matched Layers A. Bermudez1
- Numerical solution of 3D magnetostatic problems in terms of scalar potentials
- Galbrun's Equation Solved by a First Order Characteristics Method
- A FINITE FLEMENT METHOD FOR THE MAGNETOSTATIC PROBLEM IN TERMS OF SCALAR POTENTIALS
- Finite element analysis of sloshing and hydroelastic vibrations under gravity
- AN E-BASED MIXED FORMULATION FOR A TIME-DEPENDENT EDDY CURRENT PROBLEM
- Numerical solution of transient eddy current problems with input current intensities as boundary data
- FINITE ELEMENT METHODS IN LOCAL ACTIVE CONTROL OF SOUND
- REVISTA DE LA UNI ON MATEMATICA ARGENTINA
- COMPUTATIONAL MECHANICS New Trends and Applications
- An hp finite element adaptive scheme to solve the Laplace model for fluid-solid vibrations M. G. Armentanoa
- Approximation of the vibration modes of a plate by Reissner-Mindlin equations
- ANALYSIS OF A COUPLED BEM/FEM EIGENSOLVER FOR THE HYDROELASTIC VIBRATIONS PROBLEM
- VARIATIONAL FORMULATIONS IN MECHANICS: THEORY AND APPLICATIONS
- A MODAL SYNTHESIS METHOD FOR THE ELASTOACOUSTIC VIBRATION A. Bermudez1
- Finite element approximation of spectral acoustic problems on curved domains
- Error estimators for advection-reaction-diffusion equations based
- A finite element solution of an added mass formulation for coupled fluid-solid vibrations
- Accurate pressure post-process of a finite element method for elastoacoustics
- Journal of Computational Acoustics, AN HEXAHEDRAL FACE ELEMENT METHOD FOR THE DISPLACEMENT
- C. R. Acad. Sci. Paris, t. 332, Serie I, p. 1??, 2001 -PXMA????.TEX -Analyse numerique/Numerical analysis
- Rodolfo Araya Edwin Behrens Rodolfo Rodriguez A posteriori error estimates for elliptic problems
- A proof of the Reynolds transport theorem in the space W1,1 Extension to cylindrical coordinates
- Numerical Analysis An exact bounded PML for the Helmholtz equation
- MODELING AND NUMERICAL SOLUTION OF ELASTOACOUSTIC VIBRATIONS WITH INTERFACE DAMPING
- An optimal perfectly matched layer with unbounded absorbing function for
- Numerical Analysis Approximation properties of lowest-order hexahedral
- A FINITE ELEMENT METHOD WITH LAGRANGE MULTIPLIERS FOR LOW-FREQUENCY HARMONIC MAXWELL EQUATIONS
- Analysis of a FEM-BEM model posed on the conducting domain for the time-dependent eddy current problem
- NUMERICAL APPROXIMATION OF THE SPECTRUM OF THE CURL OPERATOR
- AN hp FINITE ELEMENT METHOD TO SOLVE A FLUID-SOLID VIBRATION PROBLEM
- FINITE ELEMENT SPECTRAL ANALYSIS FOR THE MIXED FORMULATION OF THE ELASTICITY EQUATIONS
