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We show application of the scheme to the magnetohydrodynamical simulations of type II supernova.
We provide numerical examples that verify the theoretical findings and furthermore provide an application of the scheme for a partial break of a curved dam test problem.
The extensive application of the scheme for both shock tube and other transient flow problems demonstrates its capability to resolve such problems accurately and robustly.
Although the discussion identifies several obstacles to the practical application of the scheme, there appears to exist no principal reason why a conservation policy based on the Faustmann–Hartman approach should not work in forestry.
Application of the scheme to data from the satellites Bravo and Charlie resulted in similar levels of residual improvement and statistics, and the estimates of the Sun-driven disturbance (delta vec {B}_mathrm {Sun}) show generally similar behaviour and structural features as found for Swarm Alpha, although there are also some differences.
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The application of this scheme to the series showed good tissue preservation of tissues with high connective tissue content but also fat tissue and connective tissue rich organs, such as lung tissue, while most other internal organs were less well preserved despite highly different postmortem time intervals.
The introduction of a slope limiter allows these oscillations to be eliminated, but yields numerical diffusion, thus restricting the range of applications of the scheme.
The opportunity cost in revenue lost by the Organization as a result of the application of this scheme increased from US$2.3 million in 1994-95 to US$3.4 million in 1996-97.
However, in cases where the size/location of the tumor is unknown, the application of this scheme can be more challenging.
The opportunity cost in revenue lost by the Organization, resulting from the application of this scheme, increased from US$2.3 million in 1994-95 to US$3.4 million in 1996-97.
A straightforward application of the PSAM scheme to a BICM-MIMO system would be time-multiplex data information with the training information after the precoder.
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