Plasma MHD Activity Observations via Magnetic Diagnostics Magnetic islands, statistical methods, magnetic diagnostics, tokamak operation.

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Presentation transcript:

Plasma MHD Activity Observations via Magnetic Diagnostics Magnetic islands, statistical methods, magnetic diagnostics, tokamak operation

Outline Safety factor profile calculation Perturbation of nested flux surfaces and context with q profile Simple magnetic island model Signature of magnetic island in poloidal magnetic field Principle of detection of this signature Tasks within magnetic diagnostics group Summary

Used coordinate system

Safety factor Critical plasma parameter Calculated as:

Safety factor If plasma current density: Then: And:

Plasma stability as f-tion of q

Nested flux surfaces Plasma in equilibrium – set of nested poloidal flux Ψ surfaces of constant magnitude In the case of circular cross-section and zero Shafranov shift Each surface:  Ψ = const  p = const  T = const  j plasma = const

Perturbations of flux surfaces Where q = m/n, where both m and n are low natural numbers → flux surfaces perturbed q = m/n p, T, j “short-circuited” here! Deterioration of these parameters across this whole structure!

Locations where islands will emerge

Detection of magnetic island Let there be magnetic island in GOLEM plasma where Islands affect p, T and j On GOLEM, p and T measurements are not optimalized However, j affects magnetic field, whose measurements are more reliable Question: How EXACTLY does island affect magnetic field from plasma? What are we looking for in data?

Simple model of magnetic island Transform: Island structure obtained from magnetic field line trajectory: Unknown quantities User-defined coordinates

Sheared poloidal field in vicinity of resonant surface – approximated by first-order Taylor  Cause of flux surface perturbation  3-4 orders of magnitude below toroidal field

Therefore:

Island field line equation: Where:

Typical GOLEM island Slightly lower width on high-field side (HFS) due to stronger poloidal field there. Question: What m does it have?

Typical GOLEM island

Island signature in magnetic field Poloidal magnetic field – generated by plasma alone (let us forget about poloidal coils for now) What is magnitude of this field across the poloidal coordinate and outside of plasma?

Unperturbed current density

Perturbed current density

Elimination of unperturbed part

Poloidal rotation of island Plasma and islands exhibit significant intrinsic rotation Let plasma be rotating with 5 kHz frequency in poloidal direction How will then poloidal field perturbation across poloidal angle change with time?

B_pert in time and space 3 max signals for each point in time

Detection of magnetic island Previous slide → magnetic island identified by detection of plasma magnetic field temporal evolution along poloidal angle Optimal detection device – set of many sensors of local magnetic field

B θ measurement coils Coil # [-]Polarity [-]A_eff [cm^2] xx 13xx 14xx Coil # [-]Polarity [-]A_eff [cm^2] MC MC MC MC ← Coils for plasma MHD activity measurements ← Coils for plasma position measurements

Plans within magnetics task group Get familiar with operation of tokamak GOLEM  q(r) strongly depends on global discharge parameters  Operate tokamak in such a way, that nice magnetic island is present at the edge of plasma Identify islands as B_p field fluctuations across time and space Apply special statistical methods (FFT, cross- corr, SVD) to get basic island parameters Discuss observation vs. calculations from global parameters

Summary In tokamak plasma, magnetic islands emerge on rational q surfaces These cause deterioration in plasma parameters and endanger plasma confinement stability Island model based on magnetic field line trajectory and assumption of short-circuiting of j(r) due to island presence  Then, island identified as space-time fluctuations of plasma magnetic field

Summary These fluctuations can be detected by set of local magnetic field sensors Application of statistical methods will identify basic island parameters

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