首页> 外文会议>IEEE International Symposium on Antennas and Propagation;USNC/URSI National Radio Science Meeting >Numerical Cherenkov Radiation Effects from Grid Dispersion in Finite Element Particle-in-Cell Simulations of Relativistic Electron Beams
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Numerical Cherenkov Radiation Effects from Grid Dispersion in Finite Element Particle-in-Cell Simulations of Relativistic Electron Beams

机译:相对论性电子束有限元单元内粒子模拟中网格扩散的数值Cherenkov辐射效应

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Particle-in-cell algorithms (PIC) are widely used for plasma modeling. We provide a brief report on the performance of finite-element-based PIC algorithms on simplicial (i.e., based on triangular or tetrahedral cells) grids and compare it to the rectangular grid case. We pay particular attention to the issue of spurious numerical Cherenkov radiation affecting relativistic electron beams, which is produced by grid dispersion. We analyze finite-element grid dispersion on both simplicial and rectangular grids with respect to frequency and propagation directions to assess the conditions for the onset of spurious Cherenkov radiation. It is observed that simplicial grids produce less spurious Cherenkov radiation than rectangular grids with equivalent cell sizes.
机译:单元中粒子算法(PIC)被广泛用于等离子体建模。我们简要介绍了基于有限元的PIC算法在简单(即基于三角形或四面体单元)网格上的性能,并将其与矩形网格进行了比较。我们特别注意由网格弥散产生的影响相对论电子束的伪数值切伦科夫辐射的问题。我们针对频率和传播方向分析了简单网格和矩形网格上的有限元网格弥散,以评估出现虚假的契伦科夫辐射的条件。可以看到,与具有相同像元大小的矩形栅格相比,简单栅格产生的杂散切伦科夫辐射较小。

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