snippets.WENO.WENO5_M#
WENO-M
Ref: Henrick, Andrew K., Tariq D. Aslam, and Joseph M. Powers. “Mapped weighted essentially non-oscillatory schemes: achieving optimal order near critical points.” Journal of Computational Physics 207.2 (2005): 542-567.
Module Contents#
Functions#
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WENO5_M_L Reconstruction of the \(u_{i-1/2}^+\) by WENO5-M |
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WENO5_M_L Reconstruction of the \(u_{i+1/2}^-\) by WENO5-M |
- snippets.WENO.WENO5_M.WENO5_M_L(vmm, vm, vo, vp, vpp)[source]#
WENO5_M_L Reconstruction of the \(u_{i-1/2}^+\) by WENO5-M
|___________S0__________| | | | |___________S1__________| | | | | | |___________S2__________| ..|---o---|---o---|---o---|---o---|---o---|... | I{i-2}| I{i-1}| I{i} | I{i+1}| I{i+2}| |+ i-1/2
- Parameters
vmm – \(u_{i-2}\)
vm – \(u_{i-1}\)
vo – \(u_i\)
vp – \(u_{i+1}\)
vpp – \(u_{i+2}\)
- Returns
\(u_{i-1/2}^+\)
- snippets.WENO.WENO5_M.WENO5_M_R(vmm, vm, vo, vp, vpp)[source]#
WENO5_M_L Reconstruction of the \(u_{i+1/2}^-\) by WENO5-M
|___________S0__________| | | | |___________S1__________| | | | | | |___________S2__________| ..|---o---|---o---|---o---|---o---|---o---|... | I{i-2}| I{i-1}| I{i} | I{i+1}| I{i+2}| -| i+1/2
- Parameters
vmm – \(u_{i-2}\)
vm – \(u_{i-1}\)
vo – \(u_i\)
vp – \(u_{i+1}\)
vpp – \(u_{i+2}\)
- Returns
\(u_{i+1/2}^-\)