A finite element hydroelastic analysis formulation is developed on the basis of Toupin's complementary variational principle. Emphasis is placed on the special case of an incompressible fluid model which is applicable to propellant tank hydroelastic analysis. A concise fluid inertia representation results from the assumption of incompressibility and the hydroelastic equations reduce to a simplified form associated with the structure alone. The efficiency of the incompressible hydroelastic formulation in unhanced for both fluid and structure by introduction of harmonic reduction as an alternative to Guyan reduction. The theoretical developments are implemented in the NASTRAN Program and the technique is verified and demonstrated as an effici...
We have developed a finite element method for analyzing nonlinear and linear fluid-structure interac...
Two-dimensional unsteady flow in propellant tank under low gravity by finite difference methods - re...
summary:In this paper we are concerned with the application of the stabilized finite element method ...
Symmetric finite element matrix formulations for compressible and incompressible hydroelasticity are...
Part 1 : The finite element formulation for fluid-structure problems - To the best of our knowledge,...
A series representation of the oscillatory behavior of incompressible nonviscous liquids contained i...
A method and an associated digital computer program for evaluating the vibrational characteristics o...
The method used to formulate the fluid/structure equations is described in the updates to the NASTRA...
The implementation of a general three-dimensional hydroelastic capability in the NASTRAN computer pr...
The paper describes a finite element formulation of the incompressible viscous fluid without inertia...
The small oscillations of elastic containers partially filled with liquids are studied. After a brie...
This paper is interested in solution of two-dimensional aeroelastic problems. Two mathematical model...
A finite element solution algorithm is established for the two-dimensional Navier-Stokes equations g...
summary:The subject of this paper is the numerical simulation of aeroelastic problems. The interacti...
Cette thèse de doctorat porte sur le calcul par la méthode des éléments finis du comportement dynami...
We have developed a finite element method for analyzing nonlinear and linear fluid-structure interac...
Two-dimensional unsteady flow in propellant tank under low gravity by finite difference methods - re...
summary:In this paper we are concerned with the application of the stabilized finite element method ...
Symmetric finite element matrix formulations for compressible and incompressible hydroelasticity are...
Part 1 : The finite element formulation for fluid-structure problems - To the best of our knowledge,...
A series representation of the oscillatory behavior of incompressible nonviscous liquids contained i...
A method and an associated digital computer program for evaluating the vibrational characteristics o...
The method used to formulate the fluid/structure equations is described in the updates to the NASTRA...
The implementation of a general three-dimensional hydroelastic capability in the NASTRAN computer pr...
The paper describes a finite element formulation of the incompressible viscous fluid without inertia...
The small oscillations of elastic containers partially filled with liquids are studied. After a brie...
This paper is interested in solution of two-dimensional aeroelastic problems. Two mathematical model...
A finite element solution algorithm is established for the two-dimensional Navier-Stokes equations g...
summary:The subject of this paper is the numerical simulation of aeroelastic problems. The interacti...
Cette thèse de doctorat porte sur le calcul par la méthode des éléments finis du comportement dynami...
We have developed a finite element method for analyzing nonlinear and linear fluid-structure interac...
Two-dimensional unsteady flow in propellant tank under low gravity by finite difference methods - re...
summary:In this paper we are concerned with the application of the stabilized finite element method ...