Kirchhoff’s analogy between the kapitza pendulum stability and buckling of a wavy beam under tensile loading

HIGHLIGHTS

• who: Rahul Ramachandran and Michael Nosonovsky from the Wisconsin Institute for Discovery, University of Wisconsin-Madison, Madison, WI, USA have published the research work: Kirchhoffu2019s Analogy between the Kapitza Pendulum Stability and Buckling of a Wavy Beam under Tensile Loading, in the Journal: (JOURNAL)

SUMMARY

The buckling stability of a thin elastic beam or rod under compressive axial loading force is a classical problem, solved in 1757 by Leonhard Euler, who established the value of the critical load, P=π 2 EI/L2, where EI is the stiffness, and L is the length of . . .

 



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