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Published Data

These pages provide an access point to data contained in CCFE published journal papers.  By selecting a paper, and then a specific figure or table, you can request the related underlying data if it is available for release.

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Publication Figures

Publication Date:
0000-00-00

First Author:
Jack Connor

Title:
The Effect of Plasma Beta on High-n Ballooning Stability at low magnetic shear

Paper Identifier:
CP/16/111

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Figure Reference Title Description Number of Figure Data Items Identifier Download Figure Details
Figure 1 Plasma Beta Ballooning – Fig 1 Fig. 1: The effect of finite aspect ratio on the s- {alpha} stability diagram. The solid line shows a/R=0, the dash-dot line a/R = 0.025, the dotted line a/R= 0.05 , and the dashed line a/R= 0.1 when q = 3. 1 CF/16/112 Download
Figure 2 Plasma Beta Ballooning – Fig 2 Fig. 2: The effect of increasing {Delta} on the scaled s - {alpha} stability diagram. The solid line shows {hat{Delta}}=0, the dash-dot line shows {hat{Delta}}= 0.3, the dotted line shows {hat{Delta}}=0.6 , and the dashed line shows{hat{Delta}}=0.9 . 1 CF/16/113 Download
Figure 3 Plasma Beta Ballooning – Fig 3 Fig. 3: The scaled ellipticity, E , as a function of normalised radius, r/a, calculated using Eq. (52) with {hat{beta}}=0 (solid line), {hat{beta}}=0.1 (dash-dot line), {hat{beta}}= 0.2 (dotted line), and {hat{beta}}=0.3 (dashed line). (a) is the circular boundary case; (b) E = 0.69 (E =1/ 3, d =1/ 3) . 0 CF/16/114 Download
Figure 4 Plasma Beta Ballooning – Fig 4 Fig. 4 : Stability in the scaled s-{alpha} diagram as global pressure is increased; in each plot {hat{beta}}= 0 (solid line),{hat{beta}}= 0.1 (dash-dot line), {hat{beta}}= 0.2 (dotted line), and {hat{beta}}= 0.3 (dashed line). (a) is the case with a circular plasma boundary. (b) the case with a shaped plasma boundary: E = 0.69 . 0 CF/16/115 Download
Figure 5 Plasma Beta Ballooning – Fig 5 Fig. 5: Plot of the Mercier index, D_M ,against {hat{beta}}, solid line shows the circular plasma boundary case and the dash-dot line shows the shaped plasma boundary. 0 CF/16/116 Download

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    Culham Centre for Fusion Energy, Culham Science Centre, Abingdon, Oxfordshire, OX14 3DB, UK. This work is funded by the UK Engineering and Physical Sciences Research Council (EPSRC) and EURATOM

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