激光聚变中的日冕流体动力学

Sanmartín, Juan
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引用次数: 4

摘要

讨论了直接驱动方法下激光聚变靶喷出的日冕的流体动力学(不考虑热辐射和原子物理)。双流体模型涉及逆韧致吸收、折射、不同的离子和电子温度与能量交换、不同的离子和电子速度和磁场的产生,以及它们对离子-电子摩擦和热流的影响。四个无量纲参数决定了均匀辐照下一维流的冠状流态。在二维问题中,包括一维流动的稳定性和非均匀驱动的平滑性,都涉及到一个额外的参数。本文讨论了由激光照射目标射出的完全电离等离子体的日冕的流体动力学。这样讨论的动机是,首先,日冕流是流体动力学中的一个特殊领域,其次,在充分理解激光聚变,特别是对内爆(部分)目标的压缩之前,需要探索现有流动状态的多样性。我们的研究仅限于直接驱动方法,其中热辐射和原子物理不占主导地位。日冕的特殊特征将在第二节中详细说明。在第3章和第4章中分别考虑了其分析所涉及的方程和表征日冕状态的无量纲参数。在下一节中,我们回顾了均匀激光照射的极限状态和时间行为,导致由常微分方程系统描述的一维问题;它们的解涉及非线性特征值的确定,并提供了基本的普遍规律。在第6节中,我们考虑弱二维问题,包括一维流动的稳定性,以及弱非均匀照射目标的冠状平滑。第7节讨论了第3节模型中未包括的一些效应。
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Coronal fluid-dynamics in laser fusion
The fluid-dynamics of the corona ejected by laser-fusion targets in the direct-drive approach (thermal radiation and atomic physics unimportant) is discussed. A two-fluid model involves inverse bremsstrahlung absorption, refraction, different ion and electron temperatures with energy exchange, different ion and electron velocities and magnetic field generation, and their effect on ion-electron friction and heat flux. Four dimensionless parameters determine coronal regimes for one-dimensional flows under uniform irradiation. One additional parameter is involved in two-dimension al prob­ lems, including the stability of one-dimension al flows, and the smoothing of non­ uniform driving. We discuss here the fluid dynamics of the corona of fully ionized plasma ejected by a laser-irradiated target. The motivation of such a discussion is that, first, coronal flow is a special field in fluid dynamics, and, second, the variety of existing flow regimes needs to be explored prior to a full understanding of laser fusion, particularly of the compression of the imploding (part of the) target. We restrict our study to the direct-drive approach, for which thermal radiation and atomic physics play no dominant role. The special features of the corona are elaborated in Sec. 2. The equations involved in its analysis and the dimensionless parameters characterizing the coronal regimes are considered in Sees. 3 and 4 respectively. In the following section we review the limiting regimes and time behaviours for uniform laser irradiation, leading to one-dimension al problems described by systems of ordinary differential equations; their solutions involve non-linear eigenvalue determination and provide basic universal laws. In Sec. 6 we consider weakly two-dimensional problems that include the stability of 1-D flows, and the coronal smoothing of weakly non-uniform irradiation of targets. Some effects not included in the model of Sec. 3 are discussed in Sec. 7.
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