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Chaos synchronization is studied by utilizing the coupling method that includes unidirectional and bidirectional coupling.
The coupling method presented here is a key element of the Netherlands Hydrological Modelling Instrument.
The coupling method centres around a shared state variable of two connecting subsystems.
We first consider the Rd-case, by using the coupling method.
The comparison between the analytical solutions and the coupling method is performed within a wide range of flexibility ratios.
This paper presents the description of the PASCAL facility, the coupling method and the simulation results using the coupled code.
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Here, the coupling methods between lattices are both linear neighborhood coupling and the nonlinear chaotic map coupling of lattices.
However, the coupling methods are also referable in other simulator, for example, a simulator employing ATHLETE instead of RELAP5, other logic code instead of SIMULINK.
Consequently, the coupling methods used in this study are built around correcting TRACE solutions with data from a corresponding STAR-CCM+ solution.
Furthermore, the coupling methods described in this section can be combined with isogeometric local refinement methods such as those mentioned at the beginning of Section 5.
The coupled method retains the advantages of both the HCE and XFEM.
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