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Elastic strain energy of inhomogeneous solids
Physical Review B, 1995A two-phase elastically inhomogeneous coherent mixture of two phases with the transformation-induced crystal lattice misfit is considered under the loaded and unloaded conditions. It is assumed that the constituent phases particles, composing the mixture, have the structural pattern of an arbitrary morphology but the system is macroscopically ...
, Khachaturyan +2 more
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Journal of Applied Physics, 1966
The strain energy of a kink in a dislocation is calculated using a newly developed approach to problems involving stationary dislocations. The method is based upon linear elasticity theory supplemented by the use of a Debye cutoff in momentum space, the latter being introduced to account for the finite number of degrees of freedom of real solids ...
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The strain energy of a kink in a dislocation is calculated using a newly developed approach to problems involving stationary dislocations. The method is based upon linear elasticity theory supplemented by the use of a Debye cutoff in momentum space, the latter being introduced to account for the finite number of degrees of freedom of real solids ...
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A Strain Energy Function for Vulcanized Rubbers
Journal of Elasticity, 2010zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Journal of Rock Mechanics and Geotechnical Engineering, 2022
Fengqiang Gong, Song Luo, Quan Jiang
exaly
Fengqiang Gong, Song Luo, Quan Jiang
exaly
2016
The isotropic elastic properties of a hyperelastic material model are described in terms of a strain-energy (stored-energy) function, typically as a function of the three invariants of each of the two Cauchy-Green deformation tensors, given in terms of the principal extension ratios, or stretches. A number of different strain-energy formulations exist,
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The isotropic elastic properties of a hyperelastic material model are described in terms of a strain-energy (stored-energy) function, typically as a function of the three invariants of each of the two Cauchy-Green deformation tensors, given in terms of the principal extension ratios, or stretches. A number of different strain-energy formulations exist,
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A Comprehensive Mathematical Study on Elastic Strain Energy and Complementary Strain Energy
SSRN Electronic Journal, 2020Swamy H.C.M, Prince Arulrag G
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