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The maximum stable time step when using these boundary conditions can be arbitrarily small, due to the presence of small fractional cells inside the vacuum region.
The Boundary Averaged Multi-moment Constrained finite-Volume (BA-MCV) method is de- rived, explained, and evaluated for 1-D transport to assess accuracy, maximum stable time step (MSTS), oscillations for discontinuous data, and parallel communication burden.
In an earlier publication we proposed the uniformly stable conformal (USC) approach as a general three-dimensional extension of FDTD without the need to reduce the maximum stable time step.
Analysis of the linear stability of the scheme reveals that the Courant–Friedrichs Lewy condition on the time step associated with gravity and acoustic waves can be circumvented and the maximum stable time step can be brought into closer agreement with the time step limitations arising from accuracy considerations.
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In this work, we systematically compare the numerical stability of the proposed schemes in terms of the maximum stable time-step.
The maximum stable throughput is the maximum number of traffic per unit time and it is measured in bits/second.
The scheme is stable at a maximum stable CFL (MSCFL) value of one no matter how high-order the scheme is, giving significantly larger time steps than Galerkin methods, for which the MSCFL decreases nearly quadratically with in- creasing order.
The PAIRS method is best understood as a reformulation of elastic forces in terms of the "maximum stable restoring force" –the force required to move a dynamic system to its relaxed state in a single time-step.
max: Maximum stable bubble diameter(m).
Section 3 investigates the maximum stable HP throughput.
Prior studies imply the maximum stable inclination is near 45°.
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