MIT Benchmark
References
| [1] | Christon, M. A., Gresho, P. M., Sutton, S. B. Computational predictability of natural convection flows in enclosures, In: Computational Fluid and Solid Mechanics, 40:1465-1468, First MIT Conference on Computational Fluid and Solid Mechanics, Elsevier, 2001 |
| [2] | Christon, M. A., Gresho, P. M., Sutton, S. B. Computational predictability of natural convection flows in enclosures, International Journal for Numerical Methods in Fluids, 40:953-980, 2002 |
| [3] | Davis, D., Bänsch, E. An operator-splitting finite-element approach to the 8:1 thermal cavity problem, International Journal for Numerical Methods in Fluids, 40:1019-1030, 2002 |
| [4] | Gresho, P. M., Sutton, S. B. Application of the FIDAP code to the 8:1 thermal cavity problem, International Journal for Numerical Methods in Fluids, 40:1083-1092, 2002 |
| [5] | Turek, S., Schmachtel, R. Fully coupled and operator-splitting approaches for natural convection flows in enclosures, International Journal for Numerical Methods in Fluids, 40:1109-1119, 2002 |
| [6] | Shihe Xin, Le Quéré, P. An extended Chebyshev pseudo-spectral benchmark for the 8:1 differentially heated cavity, International Journal for Numerical Methods in Fluids, 40:981-998, 2002 |
| [7] | Damanik, H. Numerical simulation of highly viscous non-isothermal viscoelastic fluids, PhD Thesis, TU Dortmund, Germany, 2010. |
| [8] | Damanik, H., Hron, J., Ouazzi, A., Turek, S. A Monolithic FEM-Multigrid Solver for Non-isothermal Incompressible Flow on General meshes, Journal of Computational Physics, 228:3869-3881,2009. |
Miscellaneous
The file below contains the point data values for the MIT benchmark 2001 which can be plotted by gnuplot command:
plot [:] 'temperature.point' u 1:5 w p
plot [:] 'MESH.point' u 1:X w pwhere MESH is the mesh name: 2R, 2R_a1, 2R_a5, 3R, 3R_a1, 3R_a4, 4R, 4R_a1, 4R_a3
and X is the variable name which are temperature at point 1(X is 5), x-velocity at point 1 (X is 3) and Nusselt number (X is 6).
| 2R.point |
| 2R_a1.point |
| 2R_a5.point |
| 3R.point |
| 3R_a1.point |
| 3R_a4.point |
| 4R.point |
| 4R_a1.point |
| 4R_a3.point |
» Jump to the MIT benchmark page.