It can resolve solutions requiring over a million degrees of freedom in under 60 seconds.
Fully resolved solutions for flow past a cylinder have been computed over a range of Reynolds numbers from 1000 to 9500.
These results show that the IDO scheme guarantees highly resolved solutions for all the terms of fluid flow equations.
Computational Fluid Dynamics (CFD) is one of the most powerful simulation methods, which is used for temporally and spatially resolved solutions of fluid flow, heat transfer, mass transfer, etc.
On the other hand, the MOC offers a technique which is in general a powerful tool for solving growth processes, has capability to overcome numerical diffusion and dispersion, gives highly resolved solutions, as well as being computationally efficient.
In this paper, we introduce a new numerical procedure for simulations in geometrical optics that, based on the recent development of Eulerian phase-space formulations of the model, can deliver very accurate, uniformly resolved solutions which can be made to converge with arbitrarily high orders in general geometrical configurations.
High order approximations are shown to require significantly fewer nodes to accurately resolve solution gradients for convection dominated problems.
The ambiguity resolved solution improved the time attain a steady state as the time was reduced to 1.2 h.
The subplots within Fig. 11 illustrates both the "float" and "fixed" solution, where fixed represents the ambiguity resolved solution and float the unresolved solution.
Interoperability of the products is possible for the PPP user, as the mathematical model, to enable an ambiguity resolved solution is similar.
Numerical results have shown that with such methods we are able to resolve solution structures that are only visible at much higher grid resolutions with lower-order schemes.
