18 citations · 99 across the 7 of their papers we have counts for
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Likely chirality of stochastic anisotropic hyperelastic tubes
L. Angela Mihai, Thomas E. Woolley, Alain Goriely
When an elastic tube reinforced with helical fibres is inflated, its ends rotate. In large deformations, the amount and chirality of rotation is highly non-trivial, as it depends o…
Likely equilibria of stochastic hyperelastic spherical shells and tubes
L. Angela Mihai, Danielle Fitt, Thomas E. Woolley +1
In large deformations, internally pressurised elastic spherical shells and tubes may undergo a limit-point, or inflation, instability manifested by a rapid transition in which thei…
Likely cavitation in stochastic elasticity
L. Angela Mihai, Danielle Fitt, Thomas E. Woolley +1
We revisit the classic problem of elastic cavitation within the framework of stochastic elasticity. For the deterministic elastic problem, involving homogeneous isotropic incompres…
Likely equilibria of the stochastic Rivlin cube
L. Angela Mihai, Thomas E. Woolley, Alain Goriely
The problem of the Rivlin cube is to determine the stability of all homogeneous equilibria of an isotropic incompressible hyperelastic body under equitriaxial dead loads. Here, we…