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Existing interface fracture mechanics solutions, however, ignore the effect of transverse shear deformation, which can be significant for short crack.
This study provides contact mechanics solutions for metal-on-metal (MoM) bearings that encompass the current design space and could aid pre-clinical design optimization and evaluation.
This delamination is usually modeled as an interface crack problem, for which the energy release rate and phase angle can be calculated using interface fracture mechanics solutions.
We then demonstrate that the asymptotic elastic stress and strain fields around the rim of the contact region, as derived from classical contact mechanics analyses, are identical to those extracted from linear-elastic fracture mechanics solutions for analogous geometries.
The criticality of the flaw created by local debonding is supported by experimental determination of the strain energy available in the TGO through measurement of TGO stress and thickness combined with published fracture mechanics solutions of the relevant flaw geometry.
An analytical model is described that estimates the stress intensity factor based on superposition of linear-elastic fracture mechanics solutions, taking into account the typical residual stress patterns in stiffened panels.
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The novelty of the model is that the statistical mechanics solution can be easily worked out.
This model is developed from a fracture mechanics solution with coefficients regressed from earlier testing and is one of the most commonly used and referenced models.
The analytical contact mechanics solution for the thick-walled cellular solid examined is also applicable to some engineering applications, such as hollow cylinder in rolling elements bearings.
To confirm the solution accuracy, comparison is made for a nanoindentation problem with a molecular dynamics simulation as well as a molecular mechanics solution.
Elastic solution of stress concentration and the fracture mechanics solution on a radial crack emanating from the hole are utilized to estimate the yield as well as fracture strength.
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