Chaos of the six-dimensional non-autonomous system for the circular mesh antenna

HIGHLIGHTS

  • who: Ying Sun et al. from the School of Applied Science, Beijing Information Science and Technology University, Beijing, China have published the Article: Chaos of the Six-Dimensional Non-Autonomous System for the Circular Mesh Antenna, in the Journal: Mathematics 2022, 4454 of 25/Nov/2022
  • what: In this paper the Smale horseshoe and Shilnikov-type multi-pulse chaotic motions of the six-dimensional non-autonomous system for antennas are first investigated.
  • how: The following transformations are introduced. x3=r1 cos u03b81 x4=r1 sin u03b81 x5=r2 cos u03b82 x6=r2 cos . . .

     

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