The torus-doubling bifurcations of a quasi-periodically forced two-dimensional map are investigated numerically. The scaling law on the terminal points of the torus-doubling bifurcation sequences is obtained by a simple method, based on hyper-stable period point and phase sensitivity exponent analyses.
- Phase sensitive exponent
- Strange non-chaotic attractor
ASJC Scopus subject areas
- Physics and Astronomy(all)