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A plasma vertical control system able to control high elongation (∼2.5) plasmas at moderate internal inductance (∼0.9) is analysed, including both active and passive components in a closed loop system.
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Also at the meeting, Prof. Sabbagh was invited to lecture about his latest research results conducted at the National Spherical Tokamak Experiment NSTXX), entitled "Progress Toward Stabilization of Low Internal Inductance Spherical Torus Plasmas in NSTX".
As the required currents in some PF coils are higher for a SFD than a SND, an operating space of coil currents for the SFD was calculated at a range of the internal inductance (li) and flux states.
The proposed PF current optimisation procedure is then used to assess Scenario 2 design, also taking into account the presence of axisymmetric eddy currents and possible variations of poloidal beta and internal inductance.
It is also possible to find plasma internal inductance semi-analytically using its definition (6).
Finding evolution of (beta _p+dfrac{l_i}{2}) and plasma internal inductance.
Plasma internal inductance and poloidal beta were obtained using parametrization method based on analytical solution of Grad-Shafranov equation (GSE) and compared with parabolic-like profile of toroidal current density approach for determination of the plasma internal inductance.
Evolution of Shafranov parameter and semi-analytical expression of the plasma internal inductance (Eq. 28) are shown in Fig. 6.
Finding plasma current (I_p) and Shafranov parameter (Lambda), plasma internal inductance and poloidal beta are determined separately.
In this paper, magnetic measurements method is used to find equilibrium parameters (Shafranov parameter, internal inductance and poloidal beta) of Damavand tokamak.
Fig. 7 shows results of parametrization method (analytical solution of the GSE) in determination of the poloidal beta and plasma internal inductance.
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