Trajectory engineering via a space-fractional Schrödinger equation with dynamic linear index potential
Meng Yunji1, †, Liu Youwen2, Lv Haijiang1
The same as Fig. 2, but with (a)–(c) C = –15 and (d)–(f) C = 15. The horizontal line in (e) corresponds to κ = 0. Those dotted vertical lines in (d)–(f) annotate the position of shift points at which κ changes its sign.