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Heating and ablation of high-Z cryogenic pellets in high temperature plasmas

机译:高温等离子体中高Z低温微丸的加热和烧蚀

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摘要

A kinetic model is developed to determine the power deposition from energetic electrons into the neutral gas shield of an ablating high-Z pellet. For high-Z, the velocity distribution of the hot electrons is nearly isotropic, and we use this feature to develop solutions to the kinetic equation. In contrast to pre-existing models, we consider the effect of gyro-motion as well as elastic scattering of the hot electrons. Two limits are considered: when the gyro-frequency is much greater than the elastic collision frequency, the hot electrons diffuse longitudinally along the field lines as they slow down; but if the gyro-frequency is much less than the elastic collision frequency, the hot electrons diffuse radially. In both limits, it is possible to express the kinetic equation describing the hot electrons independently of the gas density profile, and therefore, the power deposition model is universal in this respect. The emphasis on elastic scattering yields an ablation rate which scales as Z(-7/6) which is different than Z(-2/3) shown in Sergeev et al (2006 Plasma Phys. Rep. 32 5). It is also shown that the sheath potential required to maintain ambipolarity in the cloud scales as Z(-1/3). Fluid simulations yield ablation rates that scale with the four-thirds power of the pellet radius in agreement with [2].
机译:建立了动力学模型,以确定从高能电子到烧蚀高Z球团的中性气体屏蔽层的功率沉积。对于高Z,热电子的速度分布几乎是各向同性的,我们使用此功能来开发动力学方程的解。与现有模型相反,我们考虑陀螺运动以及热电子的弹性散射的影响。考虑两个限制:当陀螺频率远大于弹性碰撞频率时,热电子在减速时会沿磁力线纵向扩散;但是,如果陀螺频率远小于弹性碰撞频率,则热电子会沿径向扩散。在这两个范围内,都可以表达与气体密度分布无关的描述热电子的动力学方程,因此,功率沉积模型在这方面是通用的。对弹性散射的强调产生了与Sergeev等人(2006 Plasma Phys.Rep。32 5)中所示的Z(-2/3)不同的按Z(-7/6)缩放的消融速率。还显示出维持云中双极性所需的鞘电势缩放为Z(-1/3)。流体模拟得出的烧蚀速率与颗粒半径的三分之四功率成比例,与[2]一致。

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