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This work characterizes and models the nonlinear inelastic behavior of lead zirconate titanate (PZT) ceramics.
Different from some existing master-slave models, the nonlinear terms in the considered chaotic system only need to satisfy bounded conditions.
For instance, it can be derived from the discrete simulations of Bratu obstacle problem [2], which models the nonlinear diffusion phenomena taking place in combustion and in semiconductors, and of some free boundary problems with nonlinear source terms, which models the diffusion problems involving Michaelis-Menten or second order irreversible reactions [3, 4].
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Thus, a multi-domain modeling method is first developed to model the nonlinear system.
The Drucker-Prager plasticity theory was adopted to model the nonlinear behavior of the soil.
Therefore, kernel PCA was chosen to model the nonlinear distribution of the training samples here.
In this paper, modeling the nonlinear azimuth error is the task assigned to the FOS algorithm.
Mohr-Coulomb failure criterion was used to model the nonlinear response of the soil.
The cross-sections of the elements were modelled using the fibre element to model the nonlinear behaviours of the platform.
Among ANFIS models, Gbell MF MODEL was found to be slightly efficient in modeling the nonlinear time series.
In the first stage, the MLP model is used to model the nonlinear part of the time series.
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