rybose
Mechanical
- Dec 15, 2008
- 32
Looking for some methods to perform a buckling analysis on a composite cylindrical panel (simply supported on all edges).
Most references for cylindrical shell buckling seem to implicitly assume a full cylinder.
Whitney (Structural Analysis of Anisotropic Plates) has a solution for a curved panel on pg. 253. However the equation is giving me bogus results.
The expressions he derives in Eq 9.55 look suspect. There is no plate width (b) dependence in any of the expressions, and the lambda_2mn term has two R variables in the second term. It's unclear from the discussion on pg. 253 where the R term is the radius or the aspect ratio (a/b).
Has anyone had any experience with this formulation?
Most references for cylindrical shell buckling seem to implicitly assume a full cylinder.
Whitney (Structural Analysis of Anisotropic Plates) has a solution for a curved panel on pg. 253. However the equation is giving me bogus results.
The expressions he derives in Eq 9.55 look suspect. There is no plate width (b) dependence in any of the expressions, and the lambda_2mn term has two R variables in the second term. It's unclear from the discussion on pg. 253 where the R term is the radius or the aspect ratio (a/b).
Has anyone had any experience with this formulation?