1994
DOI: 10.1088/0741-3335/36/12b/019
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Optimized profiles for improved confinement and stability in the DIII-D tokamak

Abstract: Simultaneous achievement of high energy confinement, 'ZE, and high plasma beta, P. leads to an economically attractive compact tokamak fusion reactor. High confinement enhancement, H = 'CF/'ZE.ITER~~P = 4, and high normalized beta PN = P/(UaB) = 6%-m-T/MA. have been obtained in DIU-D experimental discharges.These improved confinement and/or improved stability limis are observed in several Dll-D high performance operational regimes: VH-mode, high 4 H-mode, second stable core, and high beta poloidal. We have ide… Show more

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Cited by 81 publications
(46 citation statements)
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“…Plasma confinement improves with triangularity [23,24]. To test this relationship, the plasma shape was scanned from low to high triangularity in two similar L-mode upper single null discharges (#19146 and #19148) and the results are shown in figure 7.…”
Section: Dependence On Plasma Triangularitymentioning
confidence: 99%
“…Plasma confinement improves with triangularity [23,24]. To test this relationship, the plasma shape was scanned from low to high triangularity in two similar L-mode upper single null discharges (#19146 and #19148) and the results are shown in figure 7.…”
Section: Dependence On Plasma Triangularitymentioning
confidence: 99%
“…At high input powers, plasma performance of β N H 89 ∼ 7 for up to 10 τ E (∼1.6 s) has been achieved (c.f., β N H 89 ∼ 4 for standard ELMing H-mode). Here H 89 is the confinement enhancement factor relative to ITER89P scaling [37] and, β N the normalized beta, = β/(I/aB T ) [38]. This paper will review the recent advances in edge and internal transport barrier studies on DIII-D. Firstly, details of experimental results from pellet induced H-mode barriers will be presented.…”
Section: Introductionmentioning
confidence: 99%
“…Recent calculations [2][3][4] predict that a central region with negative shear in the safety factor will enhance plasma stability. The safety factor q is the number of toroidal transits of a field line for one poloidal transit, and the shear is ͑2V ͞q͒dq͞dV where V is the volume enclosed by the flux surface.…”
mentioning
confidence: 99%