Tìm kiếm

Tiêu chí lọc:



Tiêu chí lọc:



Kết quả tìm kiếm

Hiện thị kết quả từ 1 đến 1 của 1
  • <<
  • 1
  • >>
    • A Novel Megastable Hamiltonian System with Infinite Hyperbolic and Nonhyperbolic Equilibria
    Tác giả : Theophile Fonzin Fozin; Jacques Kengne; Alexis Nguomkam Negou; Zeric Tabekoueng Njitacke; Viet-Thanh Pham; Sajad Jafari;  Người hướng dẫn: -;  Đồng tác giả: - (2020)

    The dimension of the conservative chaotic systems is an integer and equals the system dimension, which brings about a better ergodic property and thus have potentials in engineering application than the dissipative systems. This paper investigates the phenomenon of megastability in a unique and simple conservative oscillator with infinite of hyperbolic and nonhyperbolic equilibria. Using traditional nonlinear analysis tools, we found that the introduced oscillator possesses an invariable energy and displays either self-excited or hidden dynamics depending on the stability of its equilibria. Besides, the conservative nature of the new system is validated using theoretical measurement. Furthermore, an analog simulator of the oscillator is built and simulated in the PSpice environment ...