3D microwave simulation in fusion plasmas Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013 1/23 Tom Williams 1,2 Alf Köhn.

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Presentation transcript:

3D microwave simulation in fusion plasmas Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23 Tom Williams 1,2 Alf Köhn 3, Martin O’Brien 2, Roddy Vann 1 1 York Plasma Institute, Department of Physics, University of York, Heslington, York YO10 5DD, UK 2 EURATOM/CCFE Fusion Association, Culham Science Centre, Abingdon, Oxon OX14 3DB, UK 3 IGVP, Universität Stuttgart, Pfaffenwaldring 31, D Stuttgart, Germany

Outline 1.Experimental motivation 2.The EMIT-3D code 3.Filament scattering: methodology 4.Filament scattering: results 5.Conclusions & current work Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Motivation: Filaments Filamentary density perturbations observed on MAST during all modes of operation Interactions with microwaves must be understood for EC emission diagnostics e.g. Synthetic Aperture Microwave Imaging (SAMI), heating and current drive (for EBW, the effect on mode conversion) Full-wave modelling necessary to explore interactions in detail since filament width ~ wavelength Explain fluctuations in experimental data: potential 3D effects Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

SAMI fluctuations Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Outline 1.Experimental motivation 2.The EMIT-3D code 3.Filament scattering: methodology 4.Filament scattering: results 5.Conclusions & current work Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

The EMIT-3D code New 3D code developed in support of experimental project (SAMI) Cold plasma model: solve Maxwell’s equations + linearised cold fluid equation of electron motion to include effect of plasma on wave Static background n e & B 0 assumed over propagation timescale Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Finite-Difference Time-Domain (FDTD) method is employed in 3D Discretise field components to staggered grid Substitute in 2 nd order centred difference formulae in both space and time Leapfrog update equations for E and B-fields Conductivity not scalar: in addition, solve fluid equation for J in phase with B Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Solving for current density Static backgrounds so update coefficients calculated only once at start of run: arbitrary n e & B 0 profiles Code written in C++. Data-level parallelisation using MPI Fluid equation for J solvable as a matrix equation: Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Benchmarking: the X-mode dispersion relation is reproduced Black line – analytical, red crosses - numerical Results shown at Y = |ω ce |/ω = 0.4 For 2D cases, excellent agreement with 2D code (IPF-FDMC) Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Outline 1.Experimental motivation 2.The EMIT-3D code 3.Filament scattering: methodology 4.Filament scattering: results 5.Conclusions & current work Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

How do the filament scattering simulations look? Gaussian-profiled filament, peak n e < n crit, on vacuum background Scan physical parameters through experimentally relevant values k Incident beam Plot of n e : x z Backplane: Calculate RMS electric field here over several cycles. Record point of maximum emission. Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Parameters chosen from experiment N. Ben Ayed et al. PPCF 51 (2009) SAMI: 10 – 35 GHz (first 2 EC harmonics) so λ = 0.85 – 3.00 cm MAST inter-ELM filament relevant scalings from Langmuir probe data Filament Gaussian widths 1.25 – 7 cm (~¼ of widths between minima) Filament peak densities range 5×10 17 – 2×10 18 m -3 Parameter n e,peak / n e,cutoff = 0.03 – 1.61 Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Outline 1.Experimental motivation 2.The EMIT-3D code 3.Filament scattering: methodology 4.Filament scattering: results 5.Conclusions & current work Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Maximum scattering angle (y fil = 0) of 26° : e.g. normal incidence on a filament of n e,peak = 2×10 18 m -3 for a 14 GHz beam k y fil y z Position scan: shows effect of filament transiting beam Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Position scan: Location of maximum More complex effect of filament transit on maximum than simple linear displacement Discontinuity at y = 4.3λ 0 Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Density scan: forward scattering angle saturates above cutoff Even at lower end of peak density range (e.g. 5×10 17 m -3 for a 14 GHz beam), dual emission lobes still present As peak density increases above cutoff, maximum scattering angle of 32° is not exceeded Power reaching backplane is diminished due to backscattering Dense filaments / long wavelengths Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Width scan: large scattering angles observed for high w / λ 0 Large scattering angles observed for greater width, up to 47° Wide filaments / short wavelengths k w x z Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Angular scan: 3D effects observed In practice, oblique incidence is the norm; these effects are important 3D movie aids visualisation… Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

3D movie – incident angle 50° Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Outline 1.Experimental motivation 2.The EMIT-3D code 3.Filament scattering: methodology 4.Filament scattering: results 5.Conclusions & current work Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Filament study summary A new 3D FDTD code (EMIT-3D) has been developed to simulate microwave propagation in a fusion plasma. Simulations have shown that inter-ELM filaments at the tokamak edge can have a greater effect on microwave propagation than previously assumed. These effects are noticeable across a wide frequency spectrum. 3D effects have been observed for obliquely incident beams. Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Continuing work using EMIT-3D (1) Including turbulent profiles for ST edge plasma (generated from BOUT++ simulations). Average results over a set of perturbed profiles for statistical measure of beam decoherence Investigate effects on both propagation and mode conversion for comparison against analytic, numerical and experimental work H. Laqua et al. PRL (1997) Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Continuing work using EMIT-3D (2) Further investigation of mode conversion problem Investigating the influence of other edge inhomogeneities such as magnetic shear on mode conversion efficiency – comparison with analytic work High shear at edge of ST plasma makes this relevant R.A. Cairns & C.N. Lashmore-Davies Phys. Plasmas 7 10 (2000) Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov /23

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013

Appendix: 3D movie stills Tom WilliamsNSTX-U Monday Physics Meeting, 18 th Nov 2013