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Numerical thermalization time scaling of 2D electromagnetic collisional plasmas

机译:二维电磁碰撞等离子体的数值热化时间标度

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Summary form only given. Numerical thermalization is a numerical artifact in Particle-In-Cell (PIC) simulations which cannot be ignored as the transition of the velocity distribution towards a Maxwellian type varies with the number of particles per Debye length for collisionless plasma1. It has been recently identified that the thermalization time is greatly reduced with the inclusion of collisions for one-dimensional (1D) electrostatic collisional plasmas2. For 1D collisional plasma, the thermalization time scales with Nd (ν0/ωpe)-1, where ND is the number of particles per Debye length, υ0 is the collision frequency and ωpe is the plasma frequency.Thus, it is of interest to plot the scaling for a 2D collisional plasma and illustrate the dependence of thermalization time with respect to ND and u0/wpe. In addition, our simulation results demonstrate that the thermalization time is proportional to 1/ND for very small u0/wpe (similar to the 2D collisionless case3) as a vote of confidence in our in-house developed electromagnetic PIC code (IPIC). A comparison of the 2D and 1D scalings as a function of ND and u0/wpe will be discussed.
机译:摘要表格仅给出。数值热化是粒子内(PIC)模拟中的数值伪像,其不能被忽略,因为朝向最大威尔型型速度分布的转变随着碰撞的量子1的每个德语长度的颗粒的数量而变化。它最近被认为是在包含一维(1D)静电碰撞等离子体2的碰撞中大大减少了热化时间。对于1D碰撞等离子体,具有Nd(ν0/Ωpe)-1的热化时间尺度,其中Nd是每个德语长度的粒子的数量,χ0是碰撞频率,ωpe是等离子频率。图表是感兴趣的对于2D碰撞等离子体的缩放,并说明了热化时间相对于ND和U0 / WPE的依赖性。此外,我们的仿真结果表明,热化时间与非常小的U0 / WPE(类似于2D Collistically Succe3)的1 / Nd,作为我们内部开发的电磁PIC代码(IPIC)的信心投票。将讨论作为ND和U0 / WPE的函数的2D和1D缩放的比较。

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