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The method is based on a recently developed sequential approximation (SA) method, which approximates a target function using one data point at each step and avoids matrix operations.
We propose a seamless multiscale method which approximates the macroscopic behavior of the passive advection diffusion equations with steady incompressible velocity fields with multi-spatial scales.
To reduce computation time, response surface method, which approximates the output strain with respect to input random variable (RV) with the design of experiment (DOE) procedure, is used to perform reliability analysis.
In this work, we propose an efficient multi-mesh adaptive finite element method which approximates different components of the solution (velocity, pressure and phase variable) on different h-adaptive meshes because of their strongly different local behaviors.
This paper presents a novel method which approximates the thermal decays on the laminate surface, induced by a short heat pulse, by means of an exponential model in three unknowns (model parameters), estimated in the least squares sense.
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These results are in turn used to construct three methods which approximate the bilinear frequencies for the n -dof system.
Among methods which approximate the solution of the constrained minimization (24) dogleg procedure is the only one which leads to analytical approximation.
It is shown that IMGE-CSI is able to measure true fat volume fraction in oil/water mixtures with high accuracy, not possible with Dixon-type methods which approximate the spectrum as consisting of only two spectral components.
The deterministic modelling methods, which approximate molecular numbers using continuous concentrations [ 10][ 11], may not be appropriate to describe systems that contain species with small population numbers.
Continued use of Newmark analysis led to a simplification of the method by Jibson (1993), which approximates Newmark displacements from landslide critical acceleration and earthquake shaking intensity.
To remove the noise for the InSAR, a GNSS-based noise reduction was applied, which approximates the method utilized by Tobita et al. (2005).
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Justyna Jupowicz-Kozak
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