Estimates for Divergence Velocities of Axially Moving Orthotropic Thin Plates
Saksa, T., & Jeronen, J. (2015). Estimates for Divergence Velocities of Axially Moving Orthotropic Thin Plates. Mechanics Based Design of Structures and Machines: An International Journal, 43(3), 294-313. https://doi.org/10.1080/15397734.2014.987788
© Taylor & Francis. This is an author's final draft version of an article whose final and definitive form has been published in by Taylor & Francis.
Some models for axially moving orthotropic thin plates are investigated analytically via methods of complex analysis to derive estimates for critical plate velocities. Linearised Kirchhoff plate theory is used, and the energy forms of steady-state models are considered with homogeneous and inhomogeneous tension profiles in the cross direction of the plate. With the help of the energy forms, some limits for the divergence velocity of the plate are found analytically. In numerical examples, the derived lower limits for the divergence velocity are analysed for plates with small flexural rigidity.
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