2023
DOI: 10.21203/rs.3.rs-2617922/v1
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Tailoring error field of tokamak to control plasma instability and transport

Abstract: A tokamak relies on the axisymmetric magnetic fields to confine fusion plasmas and aims to deliver sustainable and clean energy. However, misalignments arise inevitably in the tokamak construction, leading to small asymmetries in the magnetic field known as error fields (EFs). The EFs have been a major concern in the tokamak approaches because a small level EFs, even less than 0.1 %, can drive a plasma disruption. Contrary to conventional wisdom, we report that the EFs in a tokamak can be favorably used for co… Show more

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Cited by 2 publications
(5 citation statements)
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“…The RMP configuration of n = 1, +90 • phasing (I TOP = I MID = I BOT and ∆ϕ TM = ∆ϕ MB = 90 • , where I X is the RMP coil current of each row and ∆ϕ XY is the phase difference between rows) has a finite resonant magnetic field strength near the plasma core [31,40,42], which can degrade the plasma confinement. The systematic approach by core-null space projection considering RMP coil constraints, such as coil geometry, location, and maximum current, provides the ERMP [40,41]. The ERMP spectrum has a reduced resonant component in the core region, compared to the conventional n = 1, +90 • phasing RMP (n = 1 CRMP) spectrum, while maintaining the edge component above the suppression threshold.…”
Section: Reduced Core Resonant Magnetic Field By Ermpmentioning
confidence: 99%
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“…The RMP configuration of n = 1, +90 • phasing (I TOP = I MID = I BOT and ∆ϕ TM = ∆ϕ MB = 90 • , where I X is the RMP coil current of each row and ∆ϕ XY is the phase difference between rows) has a finite resonant magnetic field strength near the plasma core [31,40,42], which can degrade the plasma confinement. The systematic approach by core-null space projection considering RMP coil constraints, such as coil geometry, location, and maximum current, provides the ERMP [40,41]. The ERMP spectrum has a reduced resonant component in the core region, compared to the conventional n = 1, +90 • phasing RMP (n = 1 CRMP) spectrum, while maintaining the edge component above the suppression threshold.…”
Section: Reduced Core Resonant Magnetic Field By Ermpmentioning
confidence: 99%
“…The optimization of not only I RMP for the RMP strength but also the RMP spectrum can contribute favorably to plasma confinement. The Edge-localized RMP (ERMP) spectrum has a high enough edge resonant magnetic field to suppress ELM crashes while reducing the resonant field in the core region compared to the Conventional RMP (CRMP) spectrum [40,41]. The accomplishments mentioned above are combined into the integrated RMP-based ELM-crash-control process.…”
Section: Introductionmentioning
confidence: 99%
“…The third case uses an edge localization scheme [16,17] to have an optimized n = 1 poloidal spectrum for safe ELM suppression. This case maintains the same edge resonant field as in other cases for ELM suppression but has a reduced level of the core resonant field than the other two cases, as shown in figure 8(a).…”
Section: Localization Of Resonant Magnetic Fieldmentioning
confidence: 99%
“…In addition, this approach can provide the most efficient field distribution to improve the design of 3D coils [16,18] without being constrained by the a priori choice of the coil geometries. This edge localization of the resonant field has been shown to reduce unnecessary core resonant fields that can drive disruptive locked modes in KSTAR while maintaining ELM suppression [9,17].…”
Section: Introductionmentioning
confidence: 98%
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