ADAPTIVE SPACE-CHARGE MESHING IN THE GENERAL PARTICLE TRACER CODE
暂无分享,去创建一个
Efficient and accurate space-charge calculations are essential for the design of high-brightness charged particle sources. Space-charge calculations in the General Particle Tracer (GPT) code make use of an efficient multigrid Poisson solver developed for non-equidistant meshes at Rostock University. GPT uses aggressive mesh-adaptation with highly non-equidistant spacing to speed up calculation time, where the mesh line positions are based upon the projected charge density. Here we present a new meshing scheme where the solution of an intermediate step in the multigrid algorithm is used to define optimal mesh line positions. An analytical test case and comparison with a molecular dynamics calculation of an ultrafast electron diffraction experiment demonstrate the capabilities of this new algorithm in the GPT code.
[1] O. J. Luiten,et al. Compression of subrelativistic space-charge-dominated electron bunches for single-shot femtosecond electron diffraction. , 2010, Physical review letters.
[2] G. Poplau,et al. EFFICIENT 3D SPACE CHARGE CALCULATIONS WITH ADAPTIVE DISCRETIZATION BASED ON MULTIGRID , 2010 .
[3] G. Poplau,et al. Multigrid algorithms for the fast calculation of space-charge effects in accelerator design , 2004, IEEE Transactions on Magnetics.