The Modeling of the Lyapunov's Exponents for Incommensurate Superstructures, Which Is a Spontaneous Deformation as a Parameter of Order

The incommensurate superstructure which is described by a two-component order parameter, the characteristic range of Lyapunov's exponents is characterized by constant positive values of the first Lyapunov’s exponent. The strongly degenerate abnormal behavior of Lyapunov's third and fourth exponents shows that the incommensurable superstructure is inherent in hyperheasis (describes the appearance of a chaotic phase) and quasi-stable state with the appearance of long-periodic proportional phases.