Within the standard neoclassical theory, we show that, assuming that the mechanical power required to drive the ordered poloidal rotation against the viscous forces is a fraction of the total absorbed power, the poloidal spin up in the L to H transition is predicted as a bifurcation of solutions of the momentum equation.
Neoclassical poloidal flow bifurcation in the H mode transition
E Lazzaro;
1992
Abstract
Within the standard neoclassical theory, we show that, assuming that the mechanical power required to drive the ordered poloidal rotation against the viscous forces is a fraction of the total absorbed power, the poloidal spin up in the L to H transition is predicted as a bifurcation of solutions of the momentum equation.File in questo prodotto:
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