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We consider bifurcations from the ***geneous answer of a circular or square hyperelastic sheet that's subjected to equibiaxial stretching under both power- or displacement-controlled edge circumstances.
We consider a sufficiently m***ve circular or sq. hyperelastic sheet that's subjected to an equibiaxial tension in its airplane. 197, Burke & Nix (1979), and Silling (198, and there exists a large body of literature devoted to the evaluation of necking based mostly on 1D models; see, as an example, Barenblatt (1964), Antman (1972), Antman (1973), Ericksen (1975), Triantafyllidis & Aifantis (1986), Owen (1987), Coleman (1983), Coleman & Newman (198, Dai & Bi (2006), Dai et al.
Under the framework of nonlinear elasticity, the initiation condition for necking was historically derived as the condition for a periodic mode satisfying the top situations to seem, in the same method as for a buckling mode below compression; see, as an illustration, Wesolowski (1962), Hutchinson & Miles (1974), Hill & Hutchinson (1975), Antman & Carbone (1977), Scherzinger & Triantafyllidis (199, and Triantafyllidis et al.

It is also demonstrated that axisymmetric necking follows a development/propa*** course of typical of all such localization issues. The rest of this paper is organised as follows.

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