Pages that link to "Item:Q914470"

The following pages link to The complementary energy principle and duality for geometrically nonlinear elastic shells. I. A simple case of moderate rotations around a tangent to the middle surface (Q914470):

Displaying 9 items.

• On variational principles and consistency of elasticity relations of thin shells (Q749310) (← links)
• On the extremum complementary energy principles for nonlinear elastic shells (Q802912) (← links)
• On the extremum potential energy principle for nonlinear elastic shells (Q908734) (← links)
• The complementary energy principle and duality for geometrically nonlinear elastic shells. II. Moderate rotation theory (Q914471) (← links)
• The complementary energy principle and duality for geometrically nonlinear elastic shells. III: Nonlinear tensor of changes of curvature (Q1181019) (← links)
• The complementary energy principle and duality for geometrically nonlinear elastic shells. IV: Simplified form of nonlinear tensor of changes of curvature: The complementary energy principle expressed in terms of internal forces and displacements (Q1181020) (← links)
• Homogenization of linear elastic shells: \(\Gamma\)-convergence and duality. II: Dual homogenization. (Q1864725) (← links)
• Post‐Buckling Analysis via Crotti‐Engesser Theorem (Q4205137) (← links)
• (Q4859479) (← links)