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We also discuss the quadratic reconstruction and fourth-order accurate expressions of the normal and curvature.

A quadratic reconstruction of the curved boundary normals and a high-order integration technique on curved boundaries are also provided in details.

Therefore, further given in the paper is a general framework to make a piecewise quadratic reconstruction free of numerical oscillations around the shocks.

The computation of the standard transonic flow around the ONERA M6 airfoil assesses the spatial accuracy, in particular for the quadratic reconstruction.

However, in this paper, we only focus on the the study of the downsampling distortion (see Section 2.2) as a figure of merit of the quadratic reconstruction error introduced by a downsampling technique at the fusion center.

Our analysis results show that our schemes based on linear and cubic reconstruction can be reasonably expected to achieve second- and fourth-order accuracy in practice, respectively, while schemes based on quadratic reconstruction are expected to be only second-order accurate in practice.

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All the simulations are carried out with both quadratic and cubic reconstruction, and the results indicate a clear improvement with the cubic reconstruction.

The basic NMF problem consists of finding two nonnegative data matrices whose product approximates the mixed data in a chosen measure sense (e.g., the reconstruction quadratic error-RQE).

This reconstruction seeks quadratic polynomials of the form: such that the piecewise parabolic reconstruction satisfies the properties of conservation, 1 h ∫ I j q j ( x ) dx = ū j Open image in new window.

The higher-order hybrid reconstruction with the quadratic polynomial (15) is denoted as Quadratic.

Quadratically constrained quadratic program.

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