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Published in: Meccanica 11-12/2017

31-01-2017 | Reply

Reply to the Discussion on ‘A comprehensive analysis of hardening/softening behavior of shearable planar beams with whatever axial boundary constraint’, by D. Genovese

Authors: Stefano Lenci, Francesco Clementi, Giuseppe Rega

Published in: Meccanica | Issue 11-12/2017

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Excerpt

In [1], a brief comment on the choice of strain measures, equilibrium equations and mass matrix for studying a shear deformable beam in a paper [2] recently published in Meccanica has been made. …

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Literature
1.
go back to reference Genovese D (2017) Discussion on “A comprehensive analysis of hardening/softening behavior of shearable planar beams with whatever axial boundary constraint” by S. Lenci et al. Meccanica (2016). doi:10.1007/s11012-016-0613-x Genovese D (2017) Discussion on “A comprehensive analysis of hardening/softening behavior of shearable planar beams with whatever axial boundary constraint” by S. Lenci et al. Meccanica (2016). doi:10.​1007/​s11012-016-0613-x
3.
go back to reference Clementi F, Lenci S, Rega G (2016) Cross-checking asymptotics and numerics in the hardening/softening behavior of Timoshenko beams with axial end spring and variable slenderness. Arch Appl Mech. doi:10.1007/s00419-016-1159-z Clementi F, Lenci S, Rega G (2016) Cross-checking asymptotics and numerics in the hardening/softening behavior of Timoshenko beams with axial end spring and variable slenderness. Arch Appl Mech. doi:10.​1007/​s00419-016-1159-z
5.
go back to reference Lenci S, Clementi F, Rega G (2016) Comparing nonlinear free vibrations of Timoshenko beams with mechanical or geometric curvature definition. Procedia IUTAM (submitted on 30 Aug 2016) (to appear) Lenci S, Clementi F, Rega G (2016) Comparing nonlinear free vibrations of Timoshenko beams with mechanical or geometric curvature definition. Procedia IUTAM (submitted on 30 Aug 2016) (to appear)
6.
go back to reference Babilio E, Lenci S (2016) On the notion of curvature and its mechanical meaning in a geometrically exact plane beam theory (submitted on 27 Oct 2016) Babilio E, Lenci S (2016) On the notion of curvature and its mechanical meaning in a geometrically exact plane beam theory (submitted on 27 Oct 2016)
7.
go back to reference Anderson I, Thompson G (1992) The inverse problem of the calculus of variations for ordinary differential equations. Mem Am Math Soc 98(473):1–10 Anderson I, Thompson G (1992) The inverse problem of the calculus of variations for ordinary differential equations. Mem Am Math Soc 98(473):1–10
Metadata
Title
Reply to the Discussion on ‘A comprehensive analysis of hardening/softening behavior of shearable planar beams with whatever axial boundary constraint’, by D. Genovese
Authors
Stefano Lenci
Francesco Clementi
Giuseppe Rega
Publication date
31-01-2017
Publisher
Springer Netherlands
Published in
Meccanica / Issue 11-12/2017
Print ISSN: 0025-6455
Electronic ISSN: 1572-9648
DOI
https://doi.org/10.1007/s11012-016-0614-9

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