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Model updating is a powerful technique to improve finite element models of structures using measured data.
The nearly-optimal Petrov Galerkin (NOPG) method is employed to improve finite element computation of convection-dominated transport phenomena.
Note that the algorithm in Croux and Rousseeuw (1992) also includes a correction factor to improve finite sample unbiasednes of (Q_{n}).
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While shells have been analyzed abundantly for many years in engineering and the sciences, improved finite element and related analysis methods are still much desired and researched.
Specifically, we propose a high-speed hardware architecture for multivariate scheme through improving finite field multiplications based on composite field expression, finite field inversions based on binary trees and solving LSEs based on the algorithm of Gauss-Jordan elimination.
The updated, i.e. improved, finite element (FE) model can be used for more reliable predictions of the structural performance in the target mechanical environment.
Second, by the new formula, two improved finite difference schemes with high order accuracy in time for solving the time-fractional sub-diffusion equations on a bounded spatial domain and on an unbounded spatial domain are constructed, respectively.
Volinsky and Raftery (2000) showed that in the Cox proportional hazards model, replacing the number of observations in the standard formula for BIC with the number of events improves finite sample performance.
Thus, acquiring improved finite-difference methods for convection-diffusion problems has a significant impact on numerical approximations of ordinary and partial differential equations [3 6].
Although there are still several issues to be improved, finite-fault estimates are important information for understanding possible damage situations in a timely fashion.
An improved finite-element flux-corrected transport (FE-FCT) method for the numerical solution of hydrodynamic conservation equations is described, based on the method developed by Lohner and his collaborators to solve conservation equations in fluid mechanics, and its application is extended to gas discharge problems.
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