- Article
Image encryption is a key technique for protecting digital image information. To address the limited key space, weak attack resistance and insufficient plaintext sensitivity of traditional image encryption algorithms, this paper proposes an adaptive bit-plane diffusion image encryption scheme based on a 5D Hamiltonian conservative hyperchaotic system. Taking a 5D Hamiltonian conservative hyperchaotic system with rich dynamic characteristics as the core, the algorithm leverages its energy conservation property and high-dimensional ergodicity to generate pseudo-random sequences. It integrates bit-plane decomposition with an adaptive diffusion strategy and employs the SHA-512 hash function to realize plaintext-feedback key expansion. A double-permutation and two-round diffusion structure disrupts both the spatial correlation and pixel-value correlation of the image, and the adaptive bit-plane diffusion strategy optimizes the distribution of pixel values. Experimental results show that the total difference between the decrypted image and the original image is zero; the information entropy of the four ciphertext images is no lower than 7.9974 and reaches 7.9976; adjacent-pixel correlation coefficients fall within ±0.0068; the NPCR and UACI of the ciphertext images are no lower than 99.5789% and 33.3420% and reach up to 99.6078% and 33.5028%, close to the theoretical expected values of 99.6094% and 33.4635%, respectively; and the average encryption rate for 256 × 256 images is 128,900 pixels/s. Tests on standard images verify that the proposed algorithm has a large key space, high information entropy, low pixel correlation and strong robust attack resistance. It can effectively resist brute-force, statistical and differential attacks, and thus is suitable for high-security image transmission scenarios.
14 November 2026





