About an inverse eigenvalue problem arising in vibration analysis
Finite element analysis of sloshing and hydroelastic vibrations under gravity
This paper deals with a finite element method to solve fluid-structure interaction problems. More precisely it concerns the numerical computation of harmonic hydroelastic vibrations under gravity. It is based on a displacement formulation for both the fluid and the solid. Gravity effects are included on the free surface of the fluid as well as on the liquid-solid interface. The pressure of the fluid is used as a variable for the theoretical analysis leading to a well posed mixed linear eigenvalue...
Projection operator techniques in Lagrangian mechanics: Symmetrically coupled oscillators.
Representation theory of finite Abelian groups applied to a linear diatomic crystal.
Two dimensional lattice vibrations from direct product representations of symmetry groups.