LIU Xue-shen, LIU Xiao-yan, YANG Yu-jun, DING Pei-zhu, ZHU Qi-ren. WRONSKIAN-PRESERVING ALGORITHM OF MODEL IN THE STRONG LASER FIELD[J]. Chinese Journal of Computational Physics, 2001, 18(6): 487-490.
Citation:
LIU Xue-shen, LIU Xiao-yan, YANG Yu-jun, DING Pei-zhu, ZHU Qi-ren. WRONSKIAN-PRESERVING ALGORITHM OF MODEL IN THE STRONG LASER FIELD[J]. Chinese Journal of Computational Physics, 2001, 18(6): 487-490.
LIU Xue-shen, LIU Xiao-yan, YANG Yu-jun, DING Pei-zhu, ZHU Qi-ren. WRONSKIAN-PRESERVING ALGORITHM OF MODEL IN THE STRONG LASER FIELD[J]. Chinese Journal of Computational Physics, 2001, 18(6): 487-490.
Citation:
LIU Xue-shen, LIU Xiao-yan, YANG Yu-jun, DING Pei-zhu, ZHU Qi-ren. WRONSKIAN-PRESERVING ALGORITHM OF MODEL IN THE STRONG LASER FIELD[J]. Chinese Journal of Computational Physics, 2001, 18(6): 487-490.
WRONSKIAN-PRESERVING ALGORITHM OF MODEL IN THE STRONG LASER FIELD
The symplectic algorithm in the complex symplectic space is the algorithm that preserves the Wronskian.The Wronskian calculated by using the symplectic scheme keeps unchanged which is in good agreement with theoretical analyses after a long distance of computation.The numerical solutions of the one dimensional model of strong laser field are calculated by using the Wronskian preserving and symplectic scheme.
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