2019
DOI: 10.1063/1.5084093
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Self-consistent simulation of transport and turbulence in tokamak edge plasma by coupling SOLPS-ITER and BOUT++

Abstract: The status of coupling the fluid plasma/neutral 2D transport code SOLPS-ITER and the fluid 3D turbulence code BOUT++ is reported. Both codes simulated the same region, which is from several cm inside the magnetic separatrix to the far scrape-off layer (SOL). Compared to the profile evolution time scale, the characteristic time scale of the turbulence is quite short. For the turbulence code BOUT++, the time scale is around 10−6 s. However, for the transport code SOLPS-ITER, the time scale is around 10−3–10−2 s.… Show more

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Cited by 20 publications
(23 citation statements)
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“…One approach to remedy this deficiency in mean-field transport codes is to couple them to turbulence codes that can a) Electronic mail: reinart.coosemans@kuleuven.be b) Electronic mail: wouter.dekeyser@kuleuven.be c) Electronic mail: martine.baelmans@kuleuven.be then provide transport coefficients self-consistently. In such an approach, the turbulence code can either resolve the turbulence locally in distinct parts of the mean-field domain as performed by for example Nishimura et al 16 , or it can globally solve the entire mean-field computational domain as performed by Zhang et al 17 . Note that in the former approach non-local transport effects cannot be captured, while in the latter approach the computational cost is expected to remain a bottleneck due to the need for a 3D turbulence simulation resolving the relevant turbulent length and time scales.…”
Section: Introductionmentioning
confidence: 99%
“…One approach to remedy this deficiency in mean-field transport codes is to couple them to turbulence codes that can a) Electronic mail: reinart.coosemans@kuleuven.be b) Electronic mail: wouter.dekeyser@kuleuven.be c) Electronic mail: martine.baelmans@kuleuven.be then provide transport coefficients self-consistently. In such an approach, the turbulence code can either resolve the turbulence locally in distinct parts of the mean-field domain as performed by for example Nishimura et al 16 , or it can globally solve the entire mean-field computational domain as performed by Zhang et al 17 . Note that in the former approach non-local transport effects cannot be captured, while in the latter approach the computational cost is expected to remain a bottleneck due to the need for a 3D turbulence simulation resolving the relevant turbulent length and time scales.…”
Section: Introductionmentioning
confidence: 99%
“…Numerous SOL turbulence models and codes are now being extended to include these features. [92][93][94][95][96][97][98][99][100] The statistical framework with super-position of filaments can be used for analysis and interpretation of simulation results in these more advanced models, similar to what has been done here and previously for experimental measurements. As such, this work sets a new standard for validation of turbulence simulation codes.…”
Section: Discussionmentioning
confidence: 84%
“…Hydrogen ions are assumed, and input parameters are B 0 = 0.5 T, n 0 = 5 × 10 18 (10 19 ) m −3 , T e0 = 30 eV T i0 = 60 eV, T n0 = 10 eV, and L z = 40 (10) m, with changes to the high density parameters denoted by parentheses. The resolution is 16,16,16) for the low density case and 16,16,16) for the high density case. Both were run to an end time of…”
Section: B Benchmarks With Degas2mentioning
confidence: 99%
“…Ionization and charge exchange interactions are included. The neutral grid resolution is (N x , N y , N z , N v x , N v y , N v z ) = (16,32,32,6,6,6), with the same configuration space extents as the gyrokinetic species and velocity space extents v x,y,z ∈ [−4v t,i0 , 4v t,i0 ] defined in terms of the ion thermal speed. Piecewise-linear basis functions are also used for the numerical solution of the neutral distribution function.…”
Section: A Simulation Setupmentioning
confidence: 99%
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