Non linear elastic axisymmetric deformation of membranes with torsion
Copyright policy )Non linear elastic axisymmetric deformation of membranes with torsion
In this paper we formulate the problem of finite axisymmetric inflation with a superposed finite twist applied to an initially cylindrical membrane of Mooney-Rivlin material sealed at both ends with rigid plugs. The system of differential equations is solved numerically. Subsequently we examine the same problem but with infinitesimal twist superposed to a finite initial inflation.
elastic membranes, Membranes, Mooney-Rivlin material, Nonlinear elasticity, system of differential equations, superposition of infinitesimal twist to finite static inflation, sealed at each end by rigid plugs, solved numerically, axisymmetric deformation with torsion
elastic membranes, Membranes, Mooney-Rivlin material, Nonlinear elasticity, system of differential equations, superposition of infinitesimal twist to finite static inflation, sealed at each end by rigid plugs, solved numerically, axisymmetric deformation with torsion
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