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Increasing the computational efficiency of the steady state computation of the PBN model is ongoing work, and we discuss this issue in the conclusions.
In this manuscript we propose and implement a dimension reduction algorithm of AND-NOT networks for the purpose of steady state computation.
We present numerical results to demonstrate the tremendous gains offered by the new diffusion schemes, driving the rise of explicit schemes in the steady state computation for diffusion problems.
JL designed the algorithm for state space enumeration and steady state computation.
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Several steady state computations are presented and the effect of some of the operational variables is discussed.
The remarkable features of the present limiters are the new biased functions and the weighted average procedure, which enable the present limiter to capture strong shock waves and achieve excellent convergence for steady state computations.
The MECglu model is validated by comparison between the steady-state computation and experimental equilibrium swelling curves, and good agreement is obtained.
Numerical examples verify that the resulting solver improves the convergence significantly thus is able to accelerate the steady-state computation greatly.
A fast implicit Newton Krylov finite volume algorithm has been developed for high-order unstructured steady-state computation of inviscid compressible flows.
The use of the weighted ENO spatial operator not only enhances the accuracy of solutions but also improves the convergence rate for steady-state computation as compared with that using the ENO counterpart.
We study the acceleration of steady-state computation for microflow, which is modeled by the high-order moment models derived recently from the steady-state Boltzmann equation with BGK-type collision term.
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CEO of Professional Science Editing for Scientists @ prosciediting.com