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Homogeneous, anisotropic and linearly elastic solids, subjected to a given state of strain (or stress), are considered.
We compute the effective toughness of a weak, sinusoidal cohesive interface between two dissimilar elastic plastic solids subjected to dominant mode I loading.
A two-dimensional theoretical model is proposed for investigation of the fracture processes and assessing residual contact durability of solids subjected to cyclic contact.
A finite element based numerical model is developed to simulate the thermal cracking behavior of brittle solids subjected to thermal shock.
A new continuum constitutive theory is developed and implemented for study of polycrystalline brittle solids subjected to possibly large stress and finite deformation.
The dynamic behavior of gradient cellular solids subjected to high velocity impact is investigated, with shock theory and rigid-perfectly-plastic-locking idealization.
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A coupled model of the solid subjected to mechano-diffusional stresses was developed.
For the FEM modeling, the MR damper is an axi-symmetric solid subjected to axi-symmetric loading.
Transient dynamic responses of an elastic cracked solid subjected to in-plane surface loadings are investigated in this study.
solids 55, 1001 1015] studied the problem of a rigid cylinder in non-slipping adhesive contact with a transversely isotropic solid subjected to an inclined pulling force.
The present work expands the topic of nonlinear wave propagation to the case of a constrained solid subjected to thermal loads.
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