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arXiv physics/0701147physics.plasm-ph
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环向动量箍缩速度

The toroidal momentum pinch velocity

A. G. Peeters, C. Angioni, D. Strintzi

摘要:

本文首次证明了环向动量的箍缩速度的存在。使用陀螺动力学方程的框架中移动的平衡环速度,它表明,物理效果可以优雅地制定通过"科里奥利“漂移。一个流体模型是用来突出的主要耦合机制之间的密度和温度扰动一方面和扰动平行流的其他。陀螺动力学计算用于精确评估箍缩的大小。箍缩速度导致的径向梯度的环形速度分布,即使在没有扭矩的等离子体。它被证明是相当大的等离子体的国际热核聚变实验反应堆(ITER),导致一个适度的峰值旋转配置文件。最后,箍缩也影响了对当前实验的解释。

英文摘要:

In this letter a pinch velocity of toroidal momentum is shown to exist for the first time. Using the gyro-kinetic equations in the frame moving with the equilibrium toroidal velocity, it is shown that the physics effect can be elegantly formulated through the ``Coriolis'' drift. A fluid model is used to highlight the main coupling mechanisms between the density and temperature perturbations on the one hand and the perturbed parallel flow on the other. Gyro-kinetic calculations are used to accurately asses the magnitude of the pinch. The pinch velocity leads to a radial gradient of the toroidal velocity profile even in the absence of a torque on the plasma. It is shown to be sizeable in the plasmas of the International Thermonuclear Experimental Reactor (ITER) leading to a moderately peaked rotation profile. Finally, the pinch also affects the interpretation of current experiments.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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