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Application of a first-principles anomalous transport model for electrons to multiple Hall thrusters and operating conditions

机译:电子的第一性原理异常传输模型在多个霍尔推力器和工作条件下的应用

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We have developed a physics-based model based on a pseudo-particle description of the electron cyclotron drift instability. A key improvement of the model with respect to previous work is that linear theory is not applied in the event of wave saturation and deviations of electrons or ions from a Maxwellian distribution function. In the acceleration region, the anomalous collision frequency is computed as the minimum value necessary to prevent the electron drift velocity from exceeding the thermal velocity. A functional based on the electron equilibration time is defined to control the transition from high to low resistivity regions. The model was previously applied to a single Hall thruster at its nominal operating condition, showing promising results that captured accurately the location of the thruster's acceleration region. In this paper, we extend the use of this first-principles models to two additional thrusters, also considering multiple operating conditions for each of them. Numerical results are compared to experimental measurements obtained with non-invasive laser induced fluorescence. In general, the agreement between experiments and simulations is good. The model is able to predict the location of the acceleration region for all cases. We observe however that fine details, such as changes in the plasma potential gradient within the acceleration regions, are not captured. The model is also insensitive to changes in the magnetic field strength while experiments show that small shifts in location (of less than 5% of the acceleration channel length) occur. We plan to address the weaknesses of our method with the help of physical insight gained from kinetic simulations of the acceleration region.
机译:我们基于伪粒子的伪粒子描述开发了一种基于物理的模型,其电子回旋柯克罗漂移不稳定性。对于先前作品的模型的重点改进是在来自MaxWellian分布函数的波浪饱和度和电子或离子的偏差情况下不应用线性理论。在加速区域中,异常碰撞频率被计算为防止电子漂移速度超过热速度所需的最小值。基于电子平衡时间的功能被定义为控制从高到低电阻率区域的转变。该模型以其标称运行状况的标称运行条件施加到单个霍尔推进器上,显示了准确捕获推进器的加速度区域的位置的有希望的结果。在本文中,我们将这种第一原理模型扩展到两个额外推进器,也考虑到每个额外的推进器,也考虑到它们中的每个操作条件。将数值结果与用非侵入式激光诱导的荧光获得的实验测量进行比较。一般而言,实验与模拟之间的协议是好的。该模型能够预测所有情况的加速区域的位置。然而,我们不捕获细节,例如加速区域内的等离子体潜在梯度的变化。该模型对磁场强度的变化也不敏感,而实验表明,发生的位置(小于5%的加速度通道长度)的小变化。我们计划在从加速区域的动力学模拟中获得的物理洞察力解决方法的弱点。

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