WorkshopsConformal Symmetries of the Euler Fluid Equations
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The symmetries of an incompressible fluid are derived using group contraction, applied to a relativistic conformal fluid. We show that the recently considered conformal Galilei algebra is not a symmetry of an incompressible fluid. For a compressible fluid, nonrelativistic conformal symmetry, i.e. the Schrodinger symmetry is demonstrated for a special form of the potential.
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Pengming Zhang
2011-01-13
16:00:00 - 16:25:00
R102 , Astronomy and Mathematics Building
The symmetries of an incompressible fluid are derived using group contraction, applied to a relativistic conformal fluid. We show that the recently considered conformal Galilei algebra is not a symmetry of an incompressible fluid. For a compressible fluid, nonrelativistic conformal symmetry, i.e. the Schrodinger symmetry is demonstrated for a special form of the potential.
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