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Accordingly, many researchers assumed that the complex dynamics of the catenary might be well approximated by a linear mechanical system with space-varying lumped parameters.
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The curvature variation is simulated by the variation between external forces applied to the nodes of a linear mechanical model coupled to the meshes.
Let us consider a single mode of oscillations of a linear mechanical resonator.
The present paper examines the coupled note-note and note-skirt systems on the steelpan modelled as a plexus of non-linear oscillators interconnected by linear mechanical filters.
This paper develops an equivalent linear mechanical model that accounts for the energy dissipated by the damping screens.
Finally, a discussion on the equivalence of the two approaches is presented by examining the cases of linear mechanical systems with one unactuated pivot as well as of general linear mechanical systems.
This paper presents a general method for the finite element analysis of linear mechanical systems by taking into account probability density functions whose parameters are affected by fuzziness.
The one-way coupled thermo-mechanical problem is analyzed by first numerically solving the nonlinear heat equation with the Generalized Differential Quadrature Method (GDQM), and then the linear mechanical problem by using Reddy's Third-order Shear Deformation Theory (TSDT) and the GDQM.
Mechanical testing was performed by a linear tensile tester (Instron 3366, USA) at the stretch rate of 60 mm/min.
Linear mechanical models were also created by using regression analysis.
We show that their emergent mechanical behaviour can be described by a linear viscoelastic rheology at timescales relevant for tissue morphogenesis.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com