Customizing multi-wing chaotic attractor via dynamics editing

doi:10.1016/j.chaos.2026.118697

Customizing multi-wing chaotic attractor via dynamics editing

2026-06-26

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DOI：10.1016/j.chaos.2026.118697

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• One- and two-dimensional dynamics editing with customizable multistability is proposed. • The concepts of homomorphic and heteromorphic multi-wing attractors are introduced. • Aberrations and a “bridge of chaos” phenomenon in biplane systems are identified. • A sigmoid-based smooth approximation enables continuous Jacobian computation for Lyapunov exponent analysis. • Attractors are implemented on CH32V307 and applied to image encryption with strong performance.

Customizing multi-wing chaotic attractor via dynamics editing

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