Duality in finite element methods.
Duality between basic equations and dependent variables in problems of plate stretching and bending applied to finite element method
Elias, Z. M.↗
Engineering topics
Elias, Z. M.
Publications and source records attributed to Elias, Z. M..
Dual and complex formulations of thin shell equations
Dual and mixed formulations of thin shell equations using displacements and stress functions
Elias, Z. M.↗
On the derivation of Vlasov's shallow shell equations and their application to non shallow shells
Derivation of Vlasov shallow shell equations and their application to non-shallow shells
Elias, Z. M.↗
Duality in finite element methods, September 16, 1966 - April 30, 1967
Basic equations and dependent variables in stretching and bending of plates applied to finite element method
Elias, Z. M.↗
Cartesian formulation of membrane theory.
Cartesian formulation of membrane theory, discussing equations of equilibrium, strain energy, variation formulation and boundary conditions
CARTESIAN COORDINATE↗
On the duality between the problems of stretching and of bending of plates, 16 March - 15 September 1966
Duality of problems of stretching and of bending plates
STRETCH FORMING↗
Analysis of a spherical shell with a non-axisymmetric boundary
Spherical shell problem formulated in terms of stress functions, and applied to nonaxisymmetric boundary
STRESS FUNCTION↗
A dual formulation of thin shell theory
Differential equations formulated for stress functions, and thin elastic shells
ELASTIC SHELL↗