Fractal Boundary for Chaos in a Two-State Mechanical Oscillator
Fractal Boundary for Chaos in a Two-State Mechanical Oscillator is a scholarly work, published in 1984 in ''Physical Review Letters''. The main subjects of the publication include Multifractal system, classical mechanics, Chaotic, fractal dimension, mathematical analysis, physics, vibration, boundary, attractor, amplitude, chaos theory, fractal, nonlinear system, boundary value problem, theoretical physics, and statistical physics. Measurements of chaotic vibrations of a forced nonlinear oscillator with a two-well potential suggest that the frequency-amplitude boundary between periodic and chaotic motions may be fractal.