Free-vibration analyses by finite-element approach
Finite element method to analyze free vibration
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Finite element method to analyze free vibration
Finite element approach to analysis of axisymmetric thin elastic shells, employing matrix method
Finite element approximation accuracy and extent of errors in structural problems
Finite element modeling of uniform cantilever beams and computation of transverse frequencies due to combinations of bending with rotatory inertia and shear flexibility
Finite difference and finite element matrix equations for linear thermoviscoelastic material
Finite element method for thin shells using specialized form of Reissner variational principle for stresses and displacements
Manipulation errors in finite element analysis of structures
Finite element method application to minimum principle for incompressible lubrication problem, noting flow boundary conditions and squeeze film effects
Finite element solution of incompressible lubrication problem by minimum principle for transient incompressible Reynolds equation with boundary conditions
Finite element analysis for buckling of semirigid space frames
Geometrically exact finite element for thin shells of revolution, using approximation to predict boundary layer stress distribution during vibration
Three dimensional finite element model for predicting deflections, stresses, and strains of elastic continuum
Finite element method for plastic bending analysis of structures
Report presents the finite difference equations in time and finite element matrix equations in space for general linear thermovisoelastic problems. The equations are derived for a general three-dimensional body but are applicable to one- and two-dimensional configurations with minor changes.
Analysis of thermally induced structural vibrations by finite element techniques
Finite element technique extended for plastic buckling of flat plates, using Stowell theory
Finite element solution for natural frequencies and mode shapes of free axisymmetrical vibrations and dynamic response of arbitrary rotationally symmetric shells
Structural dynamics, and results of finite element modelling of thin plates