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A key part in a mixed model is the interface coupling conditions.
The understanding of those basic flows is required for the study of complex 3D coupling conditions.
The best configurations and critical coupling conditions are found by genetic algorithm optimization.
The coupling conditions are the equilibrium and kinematic compatibilities at the fluid structure interface.
Similar coupling conditions are obtained at the boundary in contact with the deformable body.
The coupling conditions are the equilibrium and kinematic compatibility at the acoustic structure interfaces.
Under coupled conditions, the optimal acceptance equals half the relative growth rate of the vegetation.
The two are fully coupled via kinematic and dynamic coupling conditions.
For example, it is not possible with the original definition to cover a decision with strongly coupled conditions.
This includes a permanent proof of coupling conditions, monitoring of misalignments, e.g. tilting and surface defects of the car body.
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