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Average credit ratings would be stable across the cycle prevent the "ratings creep" problem from amplifying credit bubbles.
In this manner, one creep problem can be solved via assembling of static problems.
On the other hand, the p-Laplacian equation is a second order quasilinear differential operator with the ability of modelling various fundamental nonlinear phenomena in non-Newtonian fluids, nonlinear elasticity, torsional creep problem, radiation of heat, etc. [44 56].
Thus, this method does not have any effect on the open close iteration and convergence and can solve the creep problem, while maintaining the advantages of the original DDA.
However, these approaches are also time-consuming because creep problem of rock engineering, such as the roadway/tunnel squeezing phenomenon, usually lasts from several months to a few years.
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Hence, the Boltzmann superposition technique cannot be applied to solve the creep problems of these rubber composites.
Elasto-plastic, viscoplastic, and creep problems, however, are nonlinear, and this gives rise to a number of questions that must be resolved before a reliable solution can be established.
Considering both Dirichlet and Neumann boundary conditions, we arrive at stress relaxation and creep problems, respectively, which we consider, in turn, locally, at a point, and globally, over the interval.
Finally, several applications of the proposed modelling approach for two-ply and multi-ply LG structures are presented, considering typical deflection, stability and creep problems, where the benefits of the proposed approach are demonstrated through comparisons against monolithic shell models based on an effective thickness as well as 3D continuum models.
In Ellsinore, the creeping problem has strained the bonds of its 446 residents.
That has creating a creeping problem, however: much of the non-profit sector is built on shoestring budgets and disjointed legacy software.
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