Gabriele Taddei
Vertical displacements and MHD marginal stability in fusion tokamak plasmas.
Rel. Francesco Porcelli. Politecnico di Torino, Master of science program in Mechanical Engineering, 2023
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Abstract
This vertical stability analysis is carried out on a tokamak plasma for nuclear fusion, where plasma is confined through magnetic flux surfaces that are analytically described as constant u surfaces. The first magnetic surface where plasma is contained is the elliptical surface u = u_b, which is then surrounded by a vacuum region, where a magnetic separatrix, u = u_X, is present. This latter is a magnetic flux surface with two magnetic X-points produced by additional external currents (divertor tokamak configuration), that also cause a vertical elongation of the confined plasma. Everything is then confined inside a toroidal containment chamber, that in our case study will be assumed to stand sufficiently far away from the plasma’s boundary, so that it does not interfere with plasma stability.
Work[Yolbarsop_2022_Plasma_Phys._Control._Fusion_64_105002] analyzed vertical stability for the elongated confined plasma with an ideal-MHD model, where perturbations are guided by a current sheet forming on the plasma’s boundary and grow with very fast time-scales
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