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Test of the Eich model for ELM energy densities in DIII-D

机译:DIII-D中ELM能量密度的EICH模型的测试

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Introduction The standard H-mode is subject to edge-localized-modes (ELMs) leading to the collapse of the edge pressure gradient and bootstrap current in a repetitive cycle. The ELMs provide impurity transport out of the plasma, but also produce pulsed heat loads on plasma facing components. While the loads are benign on present day devices, they will likely cause erosion, melting and recrystallization in the divertor of ITER and future power plants~(1,2). Recent tungsten tests simulating pulsed loads revealed material tolerance limits below expected ITER loads, making uncontrolled ELMs a major operational constraint. To define mitigation requirements, it is necessary to understand the scaling of ELM heat loads and their dependence on plasma parameters. Based on experimental findings on ASDEX Upgrade (AUG) and JET a model was put forward proposing that parallel ELM energy densities ε_(||) scale with pedestal electron pressure p_(e,ped) as {formula} from here on referred to as the Eich model~3. ε_(||) is the maximum of the time-integrated heat flux during ELMs mapped onto the divertor, a_(pol) the minor radius weighted by the elongation and {formula} the ratio of the magnetic fields at the outer midplane. As the model scales Bp favourably towards ITER's active phase compared to previous considerations ~2, the work presented here is dedicated to testing the Eich model on DIII-D. Additionally, the origin of the large lx-3x scatter typically observed about the scaling, and the role of plasma parameters (in particular pedestal pressure and collisionality) on ELM energy densities are investigated.
机译:简介标准H-Mode受到边缘定位 - 模式(ELMS)的影响,导致重复循环中边缘压力梯度和自举电流的崩溃。榆树提供从等离子体的杂质输送,而且还可以在等离子体上产生脉冲热负载。虽然负载在当今的设备上是良性的,但它们可能会导致浸泡器和未来发电厂的转向器中的侵蚀,熔化和重结晶〜(1,2)。最近的钨试验模拟脉冲负载显示出低于预期的迭代载荷的材料公差限制,使得不受控制的elm是主要的操作约束。为了定义缓解要求,有必要了解ELM热载的缩放及其对等离子体参数的依赖性。基于ASDEX升级(AUG)和喷射模型的实验结果提出了提出并行ELM能量密度ε_(||)与基座电子压力P_(E,PED)从这里称为{公式} Eich Model〜3。 ε_(||)是elm映射到倒档器上的时间集成的热通量的最大值,A_(POL)由伸长率和{公式}加权的次要半径和外层平板的磁场的比率。由于模型与前一篇考虑因素相比,在迭代的主动阶段达到迭代阶段〜2的尺寸缩放了BP,因此这里提出的工作专用于测试DIII-D上的EICH模型。另外,研究了大约缩放的大LX-3x散射的起源,以及等离子体参数(特别是基座压力和碰撞性)对ELM能量密度的作用。

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