We discuss the multi-element approach of the stochastic Galerkin method in Section 5.
A multi-element approach is therefore proposed by combining a global metamodel in the standard normal space with supplementary local metamodels constructed in bounded domains about the design points corresponding to the extreme events.
However, generally it is inadequate for behavioral interventions or complex, multi-element approaches or strategies, for which contextual factors are usually very important.
This paper investigates the extensibility of the wood cell-wall composite in the presence of parametric uncertainty by means of a multi-scale finite element approach.
A numerical analysis procedure for woven composite structures using a multi-scale finite element approach has been developed, and is presented in this paper.
The multi-chain digital element approach is used for the simulation of the two-dimensional weaving and three-dimensional braiding processes.
An inverse finite element approach for multi-stage deep-drawing processes is introduced for robust capability to determine the optimum blank shape from the desired final shape and to obtain the thickness strain distribution in the final shape with a small amount of computing time and effort.
We highlight various aspects of this multi-element analysis approach, including the design of systems for simultaneous HG and PN, selection of (compromised) working conditions and their effect on analytical figures of merit, and applications to the analysis of real samples.
Therefore, we propose that a within-individual, multi-element sampling approach can act as an internal check of retro-calculation-based age estimations, and that this will be the most powerful means of reconstructing growth curves of extinct vertebrates going forward.
A spectral element approach is proposed to determine the multi-axis dynamic stiffness terms of elastomeric isolators with fractional damping over a broad range of frequencies.
To avoid this complication, we have adapted the multi-scale residual-based stabilization typically used in the finite element approach for staggered compatible framework.
