Figure 9.3: Flowchart of Linear Perturbation Eigenvalue Buckling Analysis
1st Phase of Linear Perturbation (SOLVE, ELFORM)
(1) Restart from base analysis (multiframe restart).
(2) Regenerate [K ].
(3) Delete most of the loads inherited from
base analysis.
Base Analysis
Static or Full Transient
(4) Perform coordinate update (program
automatically executes UPCOORD) if
base analysis includes NLGEOM,ON.
T
i
2nd Phase of Linear Perturbation (SOLVE)
(1) Allow modifications of perturbation loads
to generate {F }.perturbed
(2) Solve for {U } from [K ]{U } = {F }
(3) Generate linear stress stiffening matrix [K ] using
{U }.
perturbed
T
i perturbed perturbed
L
S
perturbed
(5) Perform buckling analysis to solve
[K ]{Ti φ }-j λ [K ]{j SL φ }=0.j
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Linear Perturbation Analysis