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GOLEM operation based on some results from CASTOR

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Presentation on theme: "GOLEM operation based on some results from CASTOR"— Presentation transcript:

1 GOLEM operation based on some results from CASTOR
J. Stockel, and the CASTOR team, Association EURATOM / IPP.CR, Czech Republic Several historical picture Tokamak CASTOR/GOLEM Basic tokamak diagnostics Power supplies Basic plasma performance Marianská, January 2009

2 CASTOR tokamak Major radius 40 cm Minor radius 8,5 cm
Toroidal magnetic field < 1,5 T Plasma current kA Pulse length < 50 ms Features: Small tokamak Small ripple (24 TF coils) Routine operation (100 shots/day) Flexible (a good plasma already 1 day after opening)

3 Hardware required to have tokamak plasma?
A tokamak (CASTOR/GOLEM) Vacuum and gas handling system Power supplies Basic diagnostics Control and Data acquisition system

4 Preparation of the GOLEM vessel for operation
Pumping of the vessel down to 10-6mBar (10-4 Pa) by turbo-molecular pumps is suficient Baking of the vessel to 250o C (CASTOR) every day before shots Glow discharge cleaning Vessel is filled by Hydrogen gas (~ 1 Pa) Electrode (anode) is inserted into the vessel an biased to ~ +500 V Glow discharge is burning at ~0.5 – 1 Amp Inner wall is bombarded by H ions Molecules are desorbed from the inner surface

5 Basic diagnostics to operate GOLEM
Toroidal magnetic field Plasma current Loop voltage Position of plasma column in the vessel Plasma density Plasma radiation in visible range (H_alpha, impurity lines, soft x-ray, …..)

6 Basic power supplies of CASTOR/Golem - schematically
Capacitor bank 1 MJ, 2 kV TF COILS Toroidal magnetic field Grid Rectifier Capacitor bank 0.4 MJ, 0.5 kV Primary winding of transformer Breakdown and plasma current Grid Rectifier

7 Loop voltage d/dt – magnetic flux Uloop = - d/dt
The loop voltage is measured by a loop located in the proximity of the plasma column The toroidal electric field E tor = Uloop/2R accelerates charged particles in the toroidal direction (and drives plasma current)

8 Toroidal magnetic field
Signal of the loop has to be integrated analogue integrator numerical integration

9 I halpha ~ no*ne ~ dne/dt
dne/dt = Sion * no*ne Plasma is fully ionized I halpha ~ no*ne ~ dne/dt ~ density of electons Maximum of I halpha is observed when no= ne ~ density of neutrals Time [ms]

10 Plasma current Plasma current is measured by means of the Rogowski coil (the solenoid of a toroidal shape surrounding the plasma column)

11 I_vessel = I_plasma – Uloop/Rvessel
Start-up phase of a discharge on the CASTOR/GOLEM Loop voltage [V] Uloop Toroidal current [kA] I_plasma+ I_vessel Plasma density ne [1019 m-3] 2 4 6 Time [ms] I_vessel = I_plasma – Uloop/Rvessel

12 Maximum plasma current - Safety factor q
Stability of plasma requires the safety factor at the edge q(a)MIN > 3 Dimensions of a tokamak and the value of the toroidal magnetic field determine the maximum plasma current which can be driven in a tokamak: CASTOR a = m, R = 0.40 m, Bt = 1.0 T => IpMax ~ MA JET a = m, R = 2.96 m, Bt = 3.45 T => IpMax ~ MA GOLEM Reality ~ 15 kA max

13 Safety factor

14 Temporal evolution of a discharge on the CASTOR tokamak
Vessel is filled by working gas Toroidal mag. field Bt Loop voltage Uloop Plasma current Ip Plasma density ne -20 20 40 Time [ms]

15 Plasma radiation Photomultipliers equipped by interference filters or scintillators puffs of H2 Plasma density ne [1019 m-3] Gas puffing H_alpha [a.u.] Recycling H_alpha [a.u.] Additional gas (Hydrogen) is injected into the plasma to keep plasma density at a “constant” value. A piezoelectric valve is used Impurities CIII line [a.u.] Hard x-ray E>40 keV [a.u.] Time [ms]

16 Ohmic heating in tokamaks
Plasma – secondary winding of the transformer (a single loop) with a finite conductivity Ohmic power dissipated in the plasma column Electron temperature can be estimated from plasma resistivity (Spitzer formula)

17 Resistivity of plasma column and ohmic power
R = Uloop/Iplasma Poh = Uloop*Iplasma

18 Global confinement of energy (1)
Balance equation for energy E Energy confinement time !! globally characterizes losses of energy Total kinetic energy in the torus W = 3/2 (ne*Te + ni*Ti) * V = 3 ne Te Heating Energy losses E = W/ P

19 e = (ne*Te*V)/ POH Electron temperature and confinement time
Te ~ R-3/2 e = (ne*Te*V)/ POH

20 Conclusions GOLEM is the oldest tokamak in the word It will be operational soon (hopefully) Its education potential is huge! Its scientific potential is not definitely exhausted We are looking forward to meeting you in the control room of GOLEM


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