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This policy is robust to some, but not necessarily all, boundary solutions.
Decaying boundary solutions from sectional analysis are not well examined and understood in the literature, and non-decaying boundary solutions have never been studied at all.
It decomposes an ODS into central and boundary solutions using a sliding-window least-squares curve-fitting technique, and the boundary solutions can be used to reveal damage locations, and the central solutions can be used to identify boundary conditions.
We developed a robust mud cake growth model for water-based mud based on wide stress-range constitutive equations within a Lagrangian reference system to avoid non-natural moving boundary solutions.
This paper presents methods to use decaying boundary solutions for analysis of problems involving warping restraints, free edges, and local self-balanced load distributions.
Numerical results show that Gibbs' phenomenon caused by the use of continuously differential functions to fit ODSs with discontinuous first-, second-, and/or third-order derivatives actually makes boundary solutions excellent damage indicators.
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Removing strategy 1 If one of the solutions is a boundary solution in the front F k, then the non-boundary solution is removed.
After the boundary solution, values of the displacement and forces at column centers are also calculated.
In the case of fixed boundary solution of GSE, the flux function should be constant on the plasma surface.
Furthermore, Chen et al. [6] with the help of a fluctuation lemma obtained a set of new conditions on the global asymptotic stability of the boundary solution.
The resulting boundary solution is smoothed similar to the RPE in Section 2.2.
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CEO of Professional Science Editing for Scientists @ prosciediting.com