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Non-Linear Elastic Deformations
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In this paper, the influence of non-linear elastic systems on a simple geometric model for elastic deformations is discussed, and the authors propose a planar and spatial euler introduction to nonlinear analysis.Abstract:
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Suite of finite element algorithms for accurate computation of soft tissue deformation for surgical simulation.
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A constitutive frame of elastoplasticity at large strains based on the notion of a plastic metric
TL;DR: In this article, a constitutive framework of large-strain elastoplasticity in both the Lagrangian and the Eulerian geometric setting is presented, which takes into account anisotropic material response.
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A new constitutive model for the compressibility of elastomers at finite deformations
TL;DR: In this article, a new compressible hyperelastic constitutive law for elastomers and other rubbery materials in which entropy and internal energy changes contribute is proposed, which can also be used for convergence of finite element simulations.
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Stable Neo-Hookean Flesh Simulation
TL;DR: This work presents a novel version of Neo- Hookean elasticity that maintains the fleshy appearance of the Neo-Hookean model, exhibits superior volume preservation, and is robust to extreme kinematic rotations and inversions.
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Energetically consistent invertible elasticity
TL;DR: The invertible energy-density-based approach outperforms the popular hyperelastic corotated model, and it is shown how to use the primary contour methodology to improve the robustness of this model to large deformations.
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