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A kinetic modelling of primary crystallization in metallic glasses, based on the CALPHAD approach and the moving boundary model, has been applied to the Fe B system.
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A three-dimensional boundary element model has been developed to study the failure mechanisms in rolling contact.
In the present study, a quantitative three-dimensional boundary element model has been developed which can be used to determine the geometry of acceptable surface defects and to predict rolling contact fatigue life.
The mechanical boundary condition for the proposed model has been introduced consistently on the basis of mechanical considerations, and the constitutive law of the proposed continuum model has been reported by mathematical induction.
The most common model has been the intermediate organisation, straddling the boundary between universities and NHS institutions.
A fully coupled finite element/boundary element (FE/BE) model has been developed to investigate the effect of mass distribution and isolation in a submerged hull.
Some important issues such as mesh transition and far-field boundary approximation in the cohesive finite element model have been investigated.
The governing equations and the appropriate boundary conditions of the classical models have been rederived to clarify the ambiguity involved in the definition of the boundary conditions of the various computational models.
fPractical solutions to the boundary problem in bivariate probit models have been proposed, but these do not necessarily solve the difficulty of being left with implausibly large correlation coefficients [ 27, 39].
Different boundary conditions commonly used in current geomechanics models have been compared and discussed in the development of the poro-inelastic geomechanics model, and boundary restraint is demonstrated to be a critical factor to stress solutions.
Heat structure models have been implemented for three types of boundary conditions (Dirichlet, Neumann and Robin boundary conditions).
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