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- W2092196352 abstract "For pointlike singularities localized well away from the symmetry axis, axisymmetric flows with swirl are arbitrarily well approximated by two-dimensional Boussinesq convection. An adaptive mesh simulation of the latter equations was continued until the maximum three-dimensional vorticity showed a factor of ${10}^{7}$ increase, allowing a reasonable determination of exponents, and elucidation of the mechanism of blowup." @default.
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- W2092196352 title "Finite-time singularities in the axisymmetric three-dimension Euler equations" @default.
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