CFD analysis roadblocks
The structure and most common roadblocks of CFD analysis are outlined in this article.
The structure and most common roadblocks of CFD analysis are outlined in this article.
Computational Fluid Dynamics (CFD) is the process of describing flow of fluid through or around structures. Read this article for more on CFD fundamentals. For many engineers CFD is a bit of a black box; we know we need this to determine loads on our structures, but to get these results with sufficient accuracy requires us to venture outside our safe zone of structural statics and dynamics. Often, we’d rather estimate it using much simplified formulas.
Mostly because we suddenly have to solve for a different set of equations, with material behaving not at all like the trusted steel and aluminium we are used to. This is due in part to the fact that all fluid dynamics is inherently non-linear, with a non-negligible second order term in our system of equations. Next to the non-linear issue we have three other roadblocks we want to lay out for you.
Turbulence
Turbulence is the cause of a lot of troubles in CFD calculations. To solve this, many models have been designed, giving a relation between the flow and the (viscous) energy dissipation. These models, however, tend to work best for specific cases and worse, badly for others. Which turbulence model to choose is therefore an important step, based on an initial guess.
The size of the mesh
Another reason for hesitation is the size of the models created. While FEA is usually measured in minutes, CFD tends to require very small elements for turbulence and tends to require hours, days or even months depending on how complicated the construction is and how detailed the mesh needs to be to describe the smallest details.
The convergence of the solution
The third reason for hesitation is the convergence of the solution. Far more than in FEA, where convergence is sometimes an issue with complicated simulations including contact and the like, the convergence of CFD analyses depends on mesh size, element shape, geometry and flow conditions. Two meshes with similar meshing parameters might not converge in the same fashion.
This problem is the worst in explicit solvers, since these are only conditionally stable in the first place, requiring a (very) small time step. Implicit solvers do not have this problem, but inverting the matrix of these huge models requires large amounts of computing power.
Once all these hurdles are taken, the analyses can be used to compute the velocity and pressure fields. With these fields the drag and lift on the surfaces can be determined, as well as geometry quantities as the aerodynamic center. Now we can finally return to the safe embrace of structural engineering.
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