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Sawtooth induced q-profile evolution at ASDEX Upgrade

机译:Sawtooth诱导Asdex升级的Q-Profile演进

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The sawtooth induced q-profile evolution was modelled at ASDEX Upgrade and validated with imaging motional Stark effect (IMSE) measurements. The equilibrium current distribution was estimated by the coupling of a Grad-Shafranov solver and the current diffusion equation. At ASDEX Upgrade an extensive diagnostic suite allows for a reliable modelling of the current density profile and its temporal evolution as long as neo-classical current diffusion can be assumed. The sawtooth-induced central q change, Delta q(0), was estimated from equilibrium reconstruction between the sawtooth events without using IMSE measurements. The sawtooth-induced current relaxation is modelled with two different reconnection models, a Kadomtsev full reconnection and a newly developed fully stochastic flat-current model. Both models result in about the same sawtooth-induced Delta q(0) approximate to 0.10-0.12 but with a small difference in the absolute q(0) values. The sawtooth-induced evolution of the forward modelled MSE angles agrees well with the IMSE measurements. This confirms the assumption of neo-classical current diffusion between the sawtooth events. A sensitivity study reveals two major ingredients for a reliable interpretation of MSE measurements. Firstly, the sawtooth-induced redistribution of fast ions has to be taken into account for a reliable estimation of the Shafranov shift. The fast-ion redistribution is modelled with a particle-conserving homogeneous fast-ion pressure profile in the plasma core and a subsequent recovery time of 50 ms. Secondly, a reliable estimation of the electric field is necessary for a credible interpretation of the MSE angles.
机译:锯齿引起的Q-Profile演进在ASDEX升级中建模并验证了成像动机缺点效果(IMSE)测量。通过毕业-Shafranov求解器和电流扩散方程的耦合估计平衡电流分布。在ASDEX升级时,广泛的诊断套件允许当前密度剖面的可靠性建模,只要可以假设新经常电流扩散,就可以获得当前密度曲线的可靠性和其时间演变。锯齿引起的中央Q变化,Delta Q(0)估计了锯齿事件之间的平衡重建而不使用IMSE测量。锯齿引起的电流弛豫是用两个不同的重新连接模型建模的,Kadomtsev全重新连接和新开发的完全随机平流模型。这两种模型都会导致近似与0.10-0.12的相同锯齿引起的delta q(0),但绝对q(0)值差异很小。锯齿引起的前向模型MSE角度的演化与IMSE测量很好。这证实了假设锯齿事件之间的新古典电流扩散。敏感性研究揭示了两种主要成分,用于可靠地解释MSE测量。首先,必须考虑到Shafranov Shift的可靠估计的快速离子的锯齿引起的重新分配。快速离子再分布在等离子体核中的颗粒保护均匀的快速离子压力曲线和50ms的后续恢复时间建模。其次,对于对MSE角度的可信解释是必要的对电场的可靠估计。

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