Dynamic analysis of a novel 3D chaotic map with two internal frequencies DOI Creative Commons
Pei Wang, Qiao Wang, Haiwei Sang

et al.

Research Square (Research Square), Journal Year: 2024, Volume and Issue: unknown

Published: Nov. 26, 2024

Abstract Trigonometric functions serving as boundary are excellent nonlinear elements in designing chaotic maps. However, research on the dynamical behaviors dependent internal frequency within these is not yet sufficient. Hence, this paper, a novel map proposed. Numerical simulations reveal unique its dominant and recessive frequencies, including control of map's Lyapunov exponents their impact overall system performance. phenomenon has been reported before. The system's initial-boosting behavior then captured, further revealing super-extreme multistability. This implemented STM32 platform, demonstrating practical applicability for potential application scenarios. Ultimately, applied pseudo-random number generator, high randomness validated through NIST SP800-22 test.

Language: Английский

Dynamic analysis of a novel 3D chaotic map with two internal frequencies DOI Creative Commons
Pei Wang, Qiao Wang, Haiwei Sang

et al.

Scientific Reports, Journal Year: 2025, Volume and Issue: 15(1)

Published: Feb. 18, 2025

Trigonometric functions serving as boundary are excellent nonlinear elements in designing chaotic maps. However, research on the dynamical behaviors dependent internal frequency within these is not yet sufficient. Hence, this paper, a novel map proposed. Numerical simulations reveal unique its dominant and recessive frequencies, including control of map's Lyapunov exponents their impact overall system performance. This phenomenon has been reported before. The system's initial boosting behavior then captured, further revealing initial-boosted extreme multistability. implemented STM32 platform, demonstrating practical applicability for potential application scenarios. Ultimately, applied pseudo-random number generator, high randomness validated through NIST SP800-22 test.

Language: Английский

Citations

0
Dynamics analysis and dsp implementation of a new four-dimensional discrete memristor hyperchaotic map DOI
Chenkai Zhang, Huibin Wang, Yiyan Zhang

et al.

Integration, Journal Year: 2025, Volume and Issue: unknown, P. 102384 - 102384

Published: Feb. 1, 2025

Language: Английский

Citations

0
Analysis, implementation and finite-time synchronization of a multi-parameter controllable memristive conservative multi-wave chaotic system DOI
Yun Li, Mu Li

The European Physical Journal Plus, Journal Year: 2025, Volume and Issue: 140(4)

Published: April 28, 2025

Language: Английский

Citations

0
Dynamic analysis of a novel 3D chaotic map with two internal frequencies DOI Creative Commons
Pei Wang, Qiao Wang, Haiwei Sang

et al.

Research Square (Research Square), Journal Year: 2024, Volume and Issue: unknown

Published: Nov. 26, 2024

Abstract Trigonometric functions serving as boundary are excellent nonlinear elements in designing chaotic maps. However, research on the dynamical behaviors dependent internal frequency within these is not yet sufficient. Hence, this paper, a novel map proposed. Numerical simulations reveal unique its dominant and recessive frequencies, including control of map's Lyapunov exponents their impact overall system performance. phenomenon has been reported before. The system's initial-boosting behavior then captured, further revealing super-extreme multistability. This implemented STM32 platform, demonstrating practical applicability for potential application scenarios. Ultimately, applied pseudo-random number generator, high randomness validated through NIST SP800-22 test.

Language: Английский

Citations

0