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Titlebook: Mechanics: From Theory to Computation; Essays in Honor of J Journal of Nonlinear Science Conference proceedings 2000 Springer Science+Busin

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The Membrane Shell Model in Nonlinear Elasticity: A Variational Asymptotic Derivation, the applied loads, that the deformations that minimize the total energy weakly converge in a Sobolev space toward deformations that minimize a nonlinear shell membrane energy. The nonlinear shell membrane energy is obtained by computing the Γ-limit of the sequence of three-dimensional energies.
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A Nonlinear Extensible 4-Node Shell Element Based on Continuum Theory and Assumed Strain Interpolational constitutive models. The shell element is developed from the nonlinear enhanced assumed strain (EAS) method advocated by Simo & Armero [1] and formulated in curvilinear coordinates. Here, the EAS-expansion of the material displacement gradient leads to the local interpretation of enhanced cova
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An Impetus-Striction Simulation of the Dynamics of an Elastica,ity and unshearability, a technique we call the impetus-striction method is exploited to reformulate the constrained Lagrangian dynamics as an unconstrained Hamiltonian system in which the constraints appear as integrals of the evolution. We show here that this impetus-striction formulation naturall
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Problems and Progress in Microswimming,nism. We estimate the speeds of organisms moving by propagating small amplitude waves, and we make a conjecture regarding a new inequality for the Stokes’ curvature. In Part II, we extend the gauge theory to collective motions. We advocate the influx of nonlinear control theory and subriemannian geo
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