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In this paper, we consider consistent discretized approximations of these operators based on a quadratic fitting scheme.
The discretization of the equation involves approximations of curvatures and several geometric differential operators which are consistently discretized based on a quadratic fitting scheme.
Such a data fitting scheme is not used to identify the actual chemical kinetics involved, but rather to describe the complex chemical kinetics in a unified, "model free" manner for engineering applications.
A two-point fitting scheme is also described, where the function value at the preceding design point is used to improve the approximation.
Second, a 3D model fitting scheme is designed based on selected visible facial feature points, which facilitates 3D face reconstruction without any effect from self-occlusion.
Model parameters were fit using an approximately Bayesian computation (ABC) parameter fitting scheme [ 29], similar to those used previously for fitting human papillomavirus models [ 30, 31].
We perform this patch-based fitting scheme in an adaptive fashion by recursively subdividing the underlying quadrilateral into four sub-patches.
As an extension of AAM, sequential AAM (SAAM) was proposed, in which both an incremental updated component and a reference component were employed simultaneously in the fitting scheme.
A highly accurate numerical shock and material interface fitting scheme composed of fifth-order spatial and third- or fifth-order temporal discretizations is applied to the two-dimensional reactive Euler equations in both slab and axisymmetric geometries.
A residue-based least-squares ramp cosine cepstral fitting scheme employing the RCC model has been presented.
Results showed that present fitting scheme describes the effect of temperature gradient and crack size reasonably.
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