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Title: Toroidal studies of sawtooth oscillations in tokamaks

Journal Article · · IFS Newsletter; (USA)
OSTI ID:5705319

Sawtooth oscillations in present-day tokamaks exhibit some features that can not be fully explained by the Kadomtsev model. In addition to double or compound sawteeth thought to be caused by multiple q=1 surfaces in the plasma, observed crash times are much faster than the predictions of the simple Kadomtsev reconnection process. Since the time scales involved appear to be too short for a resistive mode, Wesson has suggested that a pressure-driven ideal kink mode could be the responsible instability mechanism. This mode is always unstable in a cylinder for q{sub 0} < 1, and p' < 0, where q{sub 0} is the safety factor on axis, and p' is the radial pressure gradient, but was generally believed to be stabilized by toroidal effects for typical values of {beta}{sub pol}. However, studies of low-shear systems with q{approx}1 for a substantial portion of the plasma column indicate that n=1 mode is in fact unstable for {beta}{sub pol} {>=} 0. Numerical studies with their toroidal MHD code CTD, which solves the full, non-reduced, compressible, nonlinear MHD equations without any expansions in the inverse aspect ratio, indicate that this ideal instability can be triggered by small changes in the q-profile. Using CTD and including ohmic heating plus parallel and perpendicular transport, the author has recently produced periodic sawtooth oscillations where the plasma column does relax to a symmetric state after each crash. 6 refs., 2 figs.

OSTI ID:
5705319
Journal Information:
IFS Newsletter; (USA), Vol. 6:2; ISSN 0306-0500
Country of Publication:
United States
Language:
English