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IPP Annual Report 2007 - Max-Planck-Institut für Plasmaphysik ...

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VINETA<br />

Head: Prof. Dr. Olaf Grulke<br />

Device and Operational Parameters<br />

VINETA is a long, cylindrical helicon plasma device, specifically<br />

tailored to study plasma waves and instabilities. The nonresonant<br />

rf helicon wave heating provides high plasma densities<br />

at relatively low electron temperatures (n=1019 m-3 , T ≈3eV e<br />

for a rf frequency f =13.56 MHz, rf power of P =5 kW, and<br />

rf rf<br />

magnetic field B=0.1 T). The main diagnostic tools are electrostatic<br />

and magnetic probes. In addition to standard Langmuir<br />

probe diagnostics advanced active induction probes have<br />

been developed to achieve reasonable signal to noise ratios<br />

at the low frequencies of drift wave and Alfvén wave existence<br />

(f=50 kHz). In the high frequency range induction<br />

probes with high capacitive pickup rejection are used for the<br />

measurements of the magnetic wave field of whistler waves.<br />

Nonlinear Interaction of Drift Waves and Driven Parallel Currents<br />

A key feature of the dynamics of drift wave modes and turbulence<br />

is the parallel electron response associated with the<br />

drift wave instability. Using highly sensitive magnetic probes<br />

the parallel current structure of single saturated drift wave<br />

modes has been measured. Figure 1 shows plasma density<br />

fluctuation pattern and the associated perpendicular magnetic<br />

field fluctuations of a m=3 drift wave mode for two phases of<br />

the drift mode in half of the azimuthal cross section. The magnetic<br />

field fluctuations show the signature of parallel current<br />

filaments, which are correlated with the drift mode pressure<br />

perturbations. To directly influence of the parallel drift wave<br />

currents two approaches are persued: First, a shear Alfvén<br />

wave is excited with a frequency close to the drift wave frequency.<br />

The parallel currents of the drift wave and the Alfvén<br />

wave interact nonlinearly, which is observed as frequency<br />

pulling of the drift mode by the Alfvén wave. Second, a more<br />

y [mm]<br />

80<br />

60<br />

40<br />

20<br />

0<br />

-20<br />

-40<br />

-60<br />

-80<br />

-80 -60 -40 -20 0 -80 -60 -40 -20 0<br />

x [mm] x [mm]<br />

Laboratory Plasma Devices WEGA and VINETA<br />

0.3<br />

0.2<br />

0.1<br />

0<br />

-0.1<br />

-0.2<br />

-0.3<br />

Figure 1: Pressure fluctuations (color coded) and associated perpendicular<br />

magnetic field fluctuations (arrows) for a single m=3 drift mode in the<br />

azimuthal plane perpendicular to the ambient magnetic field.<br />

density fluctuations [a.u.]<br />

62<br />

advanced scheme is to drive mode selective parallel currents<br />

either inductively by a set of eight azimuthally arranged magnetic<br />

saddle coils or with electric contactors in the plasma.<br />

With this mode selective current drive we achieved a full<br />

suppression of the drift wave turbulence. Figure 2 shows an<br />

example of a typical power spectral density for drift wave<br />

turbulence as observed in VINETA and the result of the mode<br />

selective current drive with mode number m=2. In the turbulent<br />

state without current drive the spectrum is broad and displays<br />

a power law decrease for frequencies f≥10 kHz. The<br />

spatiotemporal measurement shows incoherent fluctuations<br />

without any distinct mode number. When parallel currents are<br />

driven, drift wave turbulence is fully suppressed and the fluctuation<br />

energy is transferred into a coherent m=2 drift mode.<br />

S [dB] S [dB]<br />

40<br />

0<br />

-40<br />

-80<br />

40<br />

0<br />

-40<br />

-80<br />

0 10<br />

f [kHz]<br />

20<br />

Whistler Waves<br />

In previous measurements we observed a systematic deviation<br />

of the whistler wave behaviour from the linear dispersion<br />

relation at a frequency of roughly half the electron cyclotron<br />

frequency. At this frequency the whistler wave phase velocity<br />

equals its group velocity and it has been suggested that whistler<br />

wave solitons, so-called oscillitons, might be responsible for the<br />

observed deviations. Dedicated measurements of those deviations<br />

and the associated damping of whistler waves in VINETA<br />

revealed first evidence for the existence of whistler solitons. The<br />

unambiguous identification of oscillitons by wave package dispersion<br />

measurements will be the subject of further investigations.<br />

Scientific Staff<br />

Φ [π] Φ [π]<br />

0<br />

2<br />

C. Brandt, O. Grulke, T. Klinger, J. Pfannmöller, K. Rahbarnia,<br />

A. Stark, N. Sydorenko, S. Ullrich, T. Windisch.<br />

2<br />

1<br />

1<br />

0<br />

0 0.5 1<br />

time [ms]<br />

1.5 2<br />

Figure 2: Power spectral density of plasma density fluctuations and associated<br />

spatiotemporal plot of density fluctuation time series along an<br />

azimuthal circumference for the case of drift wave turbulence (top row) and<br />

the controlled situation when a m=2 current pattern is driven<br />

Part of the VINETA program is carried out under the auspices of the Transregional<br />

Special Collaborative Research Center SFB-TR24 “Fundamentals<br />

of Complex Plasmas”.<br />

δ n [a.u.]<br />

δ n [a.u.]

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