AbstractIn this paper, an efficient hybrid shock capturing scheme is proposed to obtain accurate results both in the smooth region and around discontinuities for compressible flows. The hybrid algorithm is based on a fifth-order weighted essentially non-oscillatory (WENO) scheme in the finite volume form to solve the smooth part of the flow field, which is coupled with a characteristic-based monotone upstream-centered scheme for conservation laws (MUSCL) to capture discontinuities. The hybrid scheme is intended to combine high resolution of MUSCL scheme and low dissipation of WENO scheme. The two ingredients in this hybrid scheme are switched with an indicator. Three typical indicators are chosen and compared. MUSCL and WENO are both shock ...
Anapproach which closely maintains the non-dissipative nature of classical fourth or higher-order sp...
Anapproach which closely maintains the non-dissipative nature of classical fourth or higher-order sp...
An implementation of a novel low-mach number treatment for high-order finite-volume schemes using ar...
In order to accurately simulate the interaction of shock wave/complex flows, hybrid schemes combinin...
First, a new reconstruction strategy is proposed to improve the accuracy of the fifth-order weighted...
First, a new reconstruction strategy is proposed to improve the accuracy of the fifth-order weighted...
First, a new reconstruction strategy is proposed to improve the accuracy of the fifth-order weighted...
First, a new reconstruction strategy is proposed to improve the accuracy of the fifth-order weighted...
AbstractIn this article we present a high resolution hybrid central finite difference—WENO scheme fo...
We introduce a multi-domain Fourier-continuation/WENO hybrid method (FC-WENO) that enables high-orde...
In spectral-like resolution-WENO hybrid schemes, if the switch function takes more grid points as di...
In a series of papers, Olsson (1994, 1995), Olsson & Oliger (1994), Strand (1994), Gerritsen Olsson ...
In a series of papers, Olsson (1994, 1995), Olsson & Oliger (1994), Strand (1994), Gerritsen &am...
A comparative study of three numerical formulations for discontinuous high-order reconstruction on u...
Computation of flow through shock waves was extremely difficult to handle, as shocks present sharp c...
Anapproach which closely maintains the non-dissipative nature of classical fourth or higher-order sp...
Anapproach which closely maintains the non-dissipative nature of classical fourth or higher-order sp...
An implementation of a novel low-mach number treatment for high-order finite-volume schemes using ar...
In order to accurately simulate the interaction of shock wave/complex flows, hybrid schemes combinin...
First, a new reconstruction strategy is proposed to improve the accuracy of the fifth-order weighted...
First, a new reconstruction strategy is proposed to improve the accuracy of the fifth-order weighted...
First, a new reconstruction strategy is proposed to improve the accuracy of the fifth-order weighted...
First, a new reconstruction strategy is proposed to improve the accuracy of the fifth-order weighted...
AbstractIn this article we present a high resolution hybrid central finite difference—WENO scheme fo...
We introduce a multi-domain Fourier-continuation/WENO hybrid method (FC-WENO) that enables high-orde...
In spectral-like resolution-WENO hybrid schemes, if the switch function takes more grid points as di...
In a series of papers, Olsson (1994, 1995), Olsson & Oliger (1994), Strand (1994), Gerritsen Olsson ...
In a series of papers, Olsson (1994, 1995), Olsson & Oliger (1994), Strand (1994), Gerritsen &am...
A comparative study of three numerical formulations for discontinuous high-order reconstruction on u...
Computation of flow through shock waves was extremely difficult to handle, as shocks present sharp c...
Anapproach which closely maintains the non-dissipative nature of classical fourth or higher-order sp...
Anapproach which closely maintains the non-dissipative nature of classical fourth or higher-order sp...
An implementation of a novel low-mach number treatment for high-order finite-volume schemes using ar...