Shear deformation higher order plate theroies - variational consistent

AI Thread Summary
The discussion focuses on the significance of governing differential equations in higher-order shear deformation plate theories, emphasizing their consistency with the assumed displacement field when derived through a variational approach. It highlights the importance of ensuring that the boundary conditions align with these governing equations, particularly in the context of variational methods. The conversation seeks to clarify the implications of these theoretical frameworks for understanding shear deformation in plates. Overall, the exploration underscores the need for coherence between theoretical assumptions and derived equations in advanced plate theory.
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1. Governing differential equations obtained are consistent with the assumed displacement field (If for a particular theory, governing differential equations are derived using variational approach).

2. Obtained boundary conditions are consistent with the governing differential equations (In case of variational approach is used).


#Shear deformation plate theories
#Higher-order shear deformation plate theories
 
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