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A relaxed version of MLP condition, simply named as weak-MLP, is proposed for reducing dissipation.
Comparing Figure 6 to Figure 7 enables us to appreciate the improvement that Riemann solvers with sub-structure provide in reducing dissipation.
This makes the very nice point that all facets of the newly designed MuSIC Riemann solver play a role in reducing dissipation.
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The goal is to reduce dissipation, especially for smooth flows.
These schemes are shown to have reduced dissipation and dispersion errors relative to FRDG schemes of the same polynomial degree and, simultaneously, have increased Courant–Friedrichs Lewy (CFL) limits.
We therefore construct and evaluate WENO schemes that also reduce dissipation due to one source of nonlinear error: the smoothness measurement that governs the application of stencil adaptation away from the linear optimal stencil.
In this paper, we propose the use of high order B-splines in interface advection and suggest that an appropriate interface description can improve the accuracy of the advection method and reduce dissipation, dispersion and mass errors while removing the oscillations.
We clearly see that the higher order schemes show vastly reduced dissipation.
(4) Here I is the identity matrix and (for our purposes) δ is a special diagonal matrix that is introduced into the HLLI Riemann solver to judiciously reduce dissipation.
It reduces dissipation of mitochondrial transmembrane potential, cleavage of caspases or activation of poly(ADP-ribose) polymerase (PARP), a key DNA-repair-mediating enzyme.
One of the well-known methods for reducing power dissipation in systems with high switching activity is the adiabatic logic.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com