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The Noh problem (Noh 1987) is a standard verification problem for hydrocodes. A sphere of a gamma-law gas is uniformly compressed, testing a codes ability to transform kinetic energy into internal energy, and the ability to follow supersonic flows. This code released under LA-CC-05-101. In the Noh problem, a spherical, cold ideal gas is initialized with a uniform, radially inward speed of 1 cm/s. A shock forms at the origin and propagates outward as the gas stagnates. For an initial gas density of 1 g/cc, the analytic solution for gamma = 5/3 predicts a density in the stagnated gas, after passage of the outward shock, of 64 g/cc. Most hydrodynamics codes, produces anomalous "wall-heating" neat the origin. This heating causes premature stagnation, with densities much lower than predicted in the centermost cells.
Density uniform mesh:
Pressure uniform mesh:
Material Speed uniform mesh:
Density adaptive mesh:
Pressure adaptive mesh:
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Please cite the relevant references if you publish a piece of work that use these codes, pieces of these codes, or modified versions of them. If you're nice, offer co-authorship of the publication. At best, you'll love these programs so much that you'll send great wads of cash to me. |
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