Speaker
Zhijun Wang
(Institute of Modern Physics, Chinese Academy of Sciences)
Description
Obtaining the complete distribution of a beam in high-dimensional phase space is crucial for predicting and controlling beam evolution. Previous studies on tomographic phase space reconstruction often required linear beam optics in the relevant transport section. In this paper, we show that the method of maximum entropy tomography can be generalized to incorporate nonlinear transformations, thereby widening its scope to the case of nonlinear beam transport. The improved method is verified using simulation results and potential applications are discussed.
Primary author
Liwen Liu
(Institute of Modern Physics, Chinese Academy of Sciences)
Co-authors
Zhijun Wang
(Institute of Modern Physics, Chinese Academy of Sciences)
Chun Yan Jonathan Wong
(Institute of Modern Physics, Chinese Academy of Sciences)
Yu Du
(Institute of Modern Physics, Chinese Academy of Sciences)
Chunguang Su
(Institute of Modern Physics, Chinese Academy of Sciences)
Man Yi
(Institute of Modern Physics, Chinese Academy of Sciences)
Lingyun Gong
(European Spallation Source ERIC)
tingyue li
(Institute of Modern Physics, Chinese Academy of Sciences)
Tielong Wang
(Institute of Modern physics, Chinese Academy of Science)
Yimeng Chu
(Institute of Modern Physics, Chinese Academy of Sciences)
Haoyu Zhou
(Institute of Modern physics, Chinese Academy of Science)
Binghui Ma
(Institute of Modern Physics, Chinese Academy of Sciences)
Tao Zhang
(Institute of Modern Physics, Chinese Academy of Sciences)
